- Expected cost for mastectomy only patient: $19,952.80
- Expected cost for mastectomy and chemo patients: $62,658
- Expected cost for mastectomy and radiation patients: $42,267.50
To calculate the expected costs for each treatment option, we need to consider the initial costs and the annual follow-up costs, weighted by the survival rates. Calculate the costs for each scenario:
1. Mastectomy Only Patient:
The cost of mastectomy is $20,000, and the survival rate is 99.76%. Since there are no additional treatments or follow-ups mentioned, the expected cost for the mastectomy-only patient would simply be the cost of the mastectomy multiplied by the survival rate:
Expected cost for mastectomy only patient = $20,000 * 0.9976 = $19,952.80
2. Mastectomy and Chemotherapy Patients:
The cost of mastectomy is still $20,000. The cost of chemotherapy initially is $34,000, and the annual follow-up cost is $1,000. The survival rate for mastectomy and chemotherapy patients is 96.2% for 9 years.
Expected cost for mastectomy and chemo patients = $20,000 + ($34,000 + $1,000 * 9) * 0.962 = $20,000 + $34,000 + $9,000 * 0.962 = $20,000 + $34,000 + $8,658 = $62,658
3. Mastectomy and Radiation Patients:
The cost of mastectomy remains $20,000. The cost of radiation initially is $15,000, and the annual follow-up cost is $850. The survival rate for mastectomy and radiation patients is 95% for 9 years.
Expected cost for mastectomy and radiation patients = $20,000 + ($15,000 + $850 * 9) * 0.95 = $20,000 + $15,000 + $7,650 * 0.95 = $20,000 + $15,000 + $7,267.50 = $42,267.50
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At the beginning of current year. CFAS Company was organized and authorized to issue 100,000 shares with P50 par value.
During the current year, the entity 1 had the following transactions relating to shareholders equity:
Issued 10,000 shares at P70 per share,
Issued 20.000 shares at P80 per share.
Reported net income of P 1.000.000
Paid dividends of P200,000
Purchased 3.000 treasury shares at P100 per share.
What amount should be reported as share capital at year-end? P1.500.000
What amount should be reported as share premium at year-end? Select
What is the total shareholders equity at year-end? P2800000
What is the contributed capital at year-end? Select
At the beginning of current year. CFAS Company was organized and authorized to issue 100,000 shares with P50 par value. The total shareholder's equity at year-end is P3,000,000.
At the beginning of the year, CFAS Company was authorized to issue 100,000 shares with P50 par value.
During the year, the following transactions were carried out by the company regarding shareholders equity:
Issued 10,000 shares at P70 per share, Issued 20,000 shares at P80 per share.
Reported net income of P1,000,000
Paid dividends of P200,000
Purchased 3,000 treasury shares at P100 per share.
The amount reported as share capital at year-end is P 1,500,000
What amount should be reported as share premium at year-end?
The Share premium would be calculated using the following formula:
Total amount of issued share capital - Share capital = Share premium
Using this formula, the share premium can be calculated as follows:
Share capital issued = (10,000 x 70) + (20,000 x 80)
= P2,300,000
Share capital = (100,000 x 50)
= P5,000,000
Share premium = P2,300,000 - P1,500,000
= P800,000
Therefore, the amount that should be reported as share premium at year-end is P800,000.
Contributed capital at year-end is the total amount of share capital, share premium, and retained earnings. Thus, the contributed capital at year-end would be:
P1,500,000 (Share capital) + P800,000 (Share premium) + P700,000 (Retained earnings) = P3,000,000
Therefore, the contributed capital at year-end is P3,000,000.What is the total shareholders equity at year-end?
The total shareholder's equity is the sum of the share capital, share premium, and retained earnings. Thus, the total shareholder's equity at year-end would be:
P1,500,000 (Share capital) + P800,000 (Share premium) + P700,000 (Retained earnings) = P3,000,000
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Please discuss some areas of the law that impacts
business cases as listed in your Summary of Laws PowerPoint. Which
areas do you find interesting? Do you have any experience with
these areas of the l
Information on some areas of the law that impact business cases as listed in a summary of laws PowerPoint:
Contract Law: This is a legal area that governs agreements between parties. It includes formation, performance, and breach of contracts.
Business Organizations: This area deals with the formation and management of businesses, including partnerships, corporations, and limited liability companies.
Employment Law: This is a branch of law that governs employer-employee relationships. It covers hiring practices, working conditions, wages and hours, discrimination, and termination.
Intellectual Property Law: This branch of law protects patents, trademarks, copyrights, and trade secrets. It involves infringement, licensing, and registration.
Antitrust Law: This area aims to promote fair competition and prevent monopolies or price-fixing.
Securities Law: This branch regulates the issuance and trading of stocks and other securities.
Environmental Law: This area deals with regulations to protect the environment, including air and water pollution, hazardous waste disposal, and endangered species protection.
I find intellectual property law and employment law particularly interesting because they are constantly evolving due to technological advancements and changes in society.
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QUESTION 1 Table 2.1. Output possibilities for Australia and New Zealand Output per worker per day Country. Tons of iron Trucks Australia 60 40 New Zealand 20 10 Referring to Table 2.2, the opportunity cost of 1 truck in new zealand is a. 3 tons of iron b. a. 1 tons of iron c. 2 tons of iron d. 4 tons of iron
The correct answer is c. The opportunity cost of 1 truck in New Zealand is 2 tons of iron.
Table 2.1 gives the output possibilities for Australia and New Zealand. The opportunity cost is the potential benefit that is forfeited when one option is chosen over another. The opportunity cost of a particular decision is the benefit that was foregone as a result of choosing the next best alternative. The opportunity cost of 1 truck in New Zealand can be calculated using the concept of opportunity cost.
Therefore, the formula of opportunity cost can be written as Opportunity cost = Quantity of A sacrificed / Quantity of B gained.
For example, the opportunity cost of 1 truck in New Zealand can be calculated as follows: The opportunity cost of 1 truck = 20 tons of iron / 10 trucks = 2 tons of iron per truck. Hence, the opportunity cost of 1 truck in New Zealand is 2 tons of iron.
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Consider a market having Demand (Marginal Benefit) function: P = 100 – 5*Q and Supply (Marginal Cost) function: P = 10 + 5*Q. (a) Under competitive market, determine the Equilibrium price, Equilibrium quantity, Producer surplus and Consumer surplus (b) Under monopoly, determine the Equilibrium price, Equilibrium quantity, Producer surplus and Consumer surplus (c) Explain why a Monopoly is inefficient compared to the competitive market.
monopolies may restrict consumer choice and lead to higher prices, lower quality goods, and decreased consumer surplus. By contrast, in a competitive market, manufacturers are compelled to produce goods at lower prices and higher quality, which ultimately increases the consumer surplus.
(a) Under competitive market, Equilibrium price and quantityThe equilibrium quantity and price of a product in a competitive market is the point at which the quantity of that product supplied by the manufacturers matches the quantity demanded by the consumers. At this point, the quantity of the product produced is the same as the quantity that the consumers are willing to buy. Equilibrium price and quantity can be calculated using the following formula:Equilibrium Quantity: Qd = Qs100 - 5Qd = 10 + 5Qs100 - 5Q = 10 + 5Q5Q + 5Q = 100 - 10Q = 90/10Q = 9 million unitsEquilibrium Price:P = 100 - 5Q = 100 - 5(9) = 55Producer surplusProducer surplus refers to the extra amount of profit that manufacturers make from selling a product at a price higher than their marginal cost. It is calculated by finding the difference between the equilibrium price and the cost of production of the product. In this case, the producer surplus can be calculated as follows:Producer surplus = (55 - 10) x (9) = 405Consumer surplusConsumer surplus refers to the extra amount of satisfaction or utility that consumers derive from buying a product at a price lower than their marginal benefit. It is calculated by finding the difference between the willingness to pay of the consumers and the equilibrium price. In this case, the consumer surplus can be calculated as follows:Consumer surplus = 0.5 x (55 - 0) x (9) = 247.5(b) Under monopoly, Equilibrium price and quantityA monopoly refers to a market structure where a single manufacturer or producer controls the entire market for a product or service. In a monopoly, the producer has complete control over the price and quantity of the product produced and sold. The equilibrium price and quantity of a monopoly can be determined using the following formula:Equilibrium Quantity: MR = MC100 - 10Q = 10 + 5QQ = 6 million unitsEquilibrium Price:P = 100 - 5Q = 100 - 5(6) = 70Producer surplusProducer surplus in a monopoly refers to the extra amount of profit that the manufacturer makes from selling a product at a price higher than the marginal cost. It is calculated by finding the difference between the equilibrium price and the cost of production of the product. In this case, the producer surplus can be calculated as follows:Producer surplus = (70 - 10) x (6) = 360Consumer surplusConsumer surplus in a monopoly refers to the extra amount of satisfaction or utility that consumers derive from buying a product at a price lower than their willingness to pay. It is calculated by finding the difference between the willingness to pay of the consumers and the equilibrium price. In this case, the consumer surplus can be calculated as follows:Consumer surplus = (100 - 70) x (6) = 180(c) Explain why a Monopoly is inefficient compared to the competitive market.A monopoly is inefficient compared to the competitive market because it leads to a reduction in social welfare due to higher prices, lower output, and decreased consumer surplus. In a monopoly, the producer has complete control over the market and can charge higher prices, leading to a reduction in the quantity of goods produced and sold, which ultimately reduces the consumer surplus. Furthermore, monopolies tend to invest less in research and development, leading to slower technological progress and innovation.
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Q31 give correct answer in 10 mins i will thumb up
thanks
QUESTION 31 Nance Company owns 40% interest in the shares of Finley Corporation. During the year, Finley pays $25,000 in dividends, and reports $100,000 in net income. Nance Company's investment in Fi
To determine Nance Company's investment income from its 40% interest in Finley Corporation, we can use the equity method.
The equity method requires recognizing the investor's share of the investee's net income and dividends.
Given:
Nance Company owns a 40% interest in Finley Corporation.
Finley Corporation reports $100,000 in net income.
Finley Corporation pays $25,000 in dividends.
Calculate Nance Company's share of net income:
Nance Company's share of net income = Net income of Finley Corporation * Nance Company's ownership percentage
Nance Company's share of net income = $100,000 * 40% = $40,000
Calculate Nance Company's share of dividends received:
Nance Company's share of dividends = Dividends paid by Finley Corporation * Nance Company's ownership percentage
Nance Company's share of dividends = $25,000 * 40% = $10,000
Therefore, Nance Company's investment income from its 40% interest in Finley Corporation is $40,000 (from net income) and $10,000 (from dividends received), resulting in a total investment income of $50,000.
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On May 2, Cheyenne Company lends $8,200 to Chang, Inc., issuing a 6-month, 10% note. At the November 2, maturity date, Chang indicates that it cannot pay. Parts b and c are independent assumptions.
Cheyenne Company lent $8,200 to Chang, Inc. on May 2, with a 6-month, 10% note. However, when the maturity date arrived on November 2, Chang stated that it was unable to make the payment. The following paragraphs explain the implications of this situation.
If Chang, Inc. is unable to pay the amount owed on the maturity date, Cheyenne Company may face financial losses. As the lender, Cheyenne Company expected to receive the principal amount of $8,200 plus interest at a rate of 10% over the six-month period. However, with Chang's indication of inability to pay, Cheyenne Company may need to explore legal options to recover the outstanding amount. Cheyenne Company could pursue legal action to enforce the terms of the note and collect the amount owed. This may involve filing a lawsuit against Chang, Inc. to obtain a judgment for the outstanding debt. The company could also negotiate with Chang to come up with an alternative repayment plan or settle for a reduced amount. Alternatively, Cheyenne Company may consider selling the note to a third party at a discount, allowing them to recover a portion of the amount owed without having to go through the legal process.
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1. Discuss the jurisdictions of upper courts in Malaysia (30
marks)
In Malaysia, the upper courts have several jurisdictions that are outlined in the Federal Constitution.
These jurisdictions are divided between the Federal Court and the Court of Appeal. The Federal Court is the highest court in the country and has the power to hear and determine appeals from the Court of Appeal and other courts. The Court of Appeal is the second-highest court and hears appeals from the High Court. Both the Federal Court and the Court of Appeal have jurisdiction over matters of public importance, constitutional law, and criminal cases that involve the death penalty. Additionally, they also have jurisdiction over matters that relate to the interpretation of the Federal Constitution and other federal laws. In terms of civil law, the Federal Court has jurisdiction over cases that involve a dispute between states or federal territories. It also has the power to hear cases that involve questions of law that are of public importance and have not been resolved by the Court of Appeal. The Court of Appeal, on the other hand, has jurisdiction over cases that involve disputes between parties and has the power to hear appeals from the High Court. Overall, the jurisdictions of the upper courts in Malaysia are defined by the Federal Constitution and are critical in ensuring that justice is served and upheld in the country.
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An incumbent firm (player 1) is either a low-cost type (0₁ = 0L) or a high-cost type (0₁ = 0H), each with equal probability. In period t = 1 the incumbent is a monopolist and sets one of two prices PL or PH, and its profits in this period depend on its type and the price it chooses, given by the following table: Type Profit from PL Profit from PH OL 6 8 1 5 After observing the period t = 1 price, a potential entrant (player 2), which does not know the incum- bent's type but knows the distribution of types, can choose to enter the market (E) or stay out (0) in period t = 2. The payoffs of both players in period 2 depend on the entrant's choice and on the incumbent's type and are given by the following table: Entrant's payoff Incumbent's type Entrant's choice Incumbent's payoff -2 OL E 0 0 1 ОH E 0 Өн 0 (a) Draw the extensive-form game tree of this game. (b) Find all pooling and separating perfect Bayesian equilibrium of the game. OL -[infinity]-5 0 8 0
(a) Here is the extensive-form game tree for the given game:
```
/ E
/ \
/ \
/ \
/ \
/ \
/ \
/ \
0L / P = PL P = PH \ 0H
/ \
/ \
/ \
/ \
0L / P = PL P = PH \ 0H
\ /
\ /
\ /
\ /
\ /
\ /
\ /
\ /
\ /
\ /
\ /
\ /
2
```
(b) To find the perfect Bayesian equilibria, we need to consider both pooling and separating strategies.
Pooling Equilibrium:
In a pooling equilibrium, both types of incumbents (0L and 0H) choose the same price (either PL or PH) in period t = 1, and the entrant cannot distinguish between them.
1. Pooling Equilibrium with Price PL:
- In period t = 1, both types of incumbents (0L and 0H) choose price PL.
- In period t = 2, the entrant chooses to enter (E).
- The incumbent's payoffs are 0 in both cases, regardless of their type.
- This pooling equilibrium is represented as (PL, E).
2. Pooling Equilibrium with Price PH:
- In period t = 1, both types of incumbents (0L and 0H) choose price PH.
- In period t = 2, the entrant chooses to enter (E).
- The incumbent's payoffs are θH in both cases, regardless of their type.
- This pooling equilibrium is represented as (PH, E).
Separating Equilibrium:
In a separating equilibrium, the incumbents of different types choose different prices in period t = 1, allowing the entrant to distinguish between them.
1. Separating Equilibrium with Price PL:
- In period t = 1, the low-cost incumbent (0L) chooses price PL, and the high-cost incumbent (0H) chooses price PH.
- In period t = 2, the entrant chooses to stay out (0) since it can identify the high-cost incumbent and expects negative payoffs if it enters.
- The incumbent's payoffs are 6 for 0L and 8 for 0H in period t = 1.
- This separating equilibrium is represented as (PL, 0) for 0L and (PH, 0) for 0H.
2. Separating Equilibrium with Price PH:
- In period t = 1, the low-cost incumbent (0L) chooses price PL, and the high-cost incumbent (0H) chooses price PH.
- In period t = 2, the entrant chooses to enter (E) since it cannot distinguish between the incumbents and expects positive payoffs.
- The incumbent's payoffs are 5 for 0L and θH for 0H in period t = 1.
- This separating equilibrium is represented as (PL, E) for 0L and (PH, E) for 0H.
These are the pooling and separating perfect Bayesian equilibria of the game.
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Name individual diversity strategies discussed in your chapter.
Select one and explain how you might apply it moving forward to
help gain awareness and improve your ability to understand and
relate to
Finally, I would focus on encouraging open communication in my workplace. This could involve creating opportunities for employees to share their experiences and perspectives, as well as providing feedback to others in a constructive and respectful manner. By promoting inclusion in these ways, I believe that I could help to create a more welcoming and supportive workplace environment that values and respects the diversity of its employees.
In the chapter titled "Managing Diversity," the authors describe different diversity strategies that organizations can use to manage diversity in the workplace. The individual diversity strategies discussed in the chapter include affirmative action, valuing differences, managing diversity, and promoting inclusion. One strategy that is particularly interesting is promoting inclusion, as it focuses on creating an inclusive workplace culture where all employees feel valued and respected. Promoting inclusion involves several key strategies, including creating an inclusive environment, providing diversity and inclusion training, and encouraging open communication. To apply this strategy moving forward, I would start by focusing on creating an inclusive environment in my workplace. This could involve making sure that all employees feel welcome and valued, regardless of their background or identity. I might also look for opportunities to provide diversity and inclusion training to my colleagues, as this can help them better understand the challenges faced by individuals from diverse backgrounds.
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The American Short-run Aggregate Supply Curve is upward sloping because
Multiple Choice
a. A ceteris paribus decrease in the American price index will decrease the amount of American real exports.
b. In the short run, American nominal wages are fixed (adjust more slowly than nominal prices), so an increase in the American price index decreases the American real wage.
c. An increase in the amount of resources available for production in the U.S. will increase the American potential real GDP.
d. the American actual rate of unemployment always equals the American natural rate of unemployment.
Question #2
A ceteris paribus increase in the American real interest rate will
The American Short-run Aggregate Supply Curve is upward sloping due to sticky nominal wages, leading to a decrease in real wages with increasing prices.
The upward sloping nature of the American Short-run Aggregate Supply Curve can be explained by the sticky nominal wages in the short run. According to option (b), when there is an increase in the American price index, the nominal wages in the economy do not adjust immediately. As a result, the increase in the price level decreases the American real wage, which means workers' purchasing power declines.
This decline in real wages motivates firms to increase production in order to take advantage of the relatively lower labor costs. As firms expand output, the aggregate supply increases, leading to an upward sloping short-run aggregate supply curve.
The ceteris paribus assumption in option (a) regarding the decrease in the American price index affecting real exports and option (c) regarding the increase in resources for production affecting potential real GDP are not directly related to the upward sloping nature of the short-run aggregate supply curve. Option (d) is incorrect as the actual rate of unemployment can deviate from the natural rate in the short run due to various factors.
Question #2: A ceteris paribus increase in the American real interest rate will... (the question is incomplete and requires more information to provide a specific answer or explanation).
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Debt Investments. On January 1, 2015, Ellison Company purchased 12% bonds, having a maturity value of $800,000, for $860,652. The bonds provide the bondholders with a 10% yield. They are dated January 1, 2015, and mature January 1, 2020, with interest receivable December 31 of each year. Ellison's business model is to hold these bonds to collect contractual cash flows.
A bond is a debt investment where the investor loans money to an entity such as a company or government organization at a fixed interest rate for a predetermined period of time.
In this case, the 12% bonds purchased by Ellison Company with a maturity value of $800,000 are a type of debt investment. Bondholders are entitled to receive interest payments in exchange for their investment. In this case, the bonds provide bondholders with a 10% yield. The bonds were dated January 1, 2015, and will mature on January 1, 2020, with interest receivable on December 31 of each year. Ellison's business model is to hold these bonds to collect contractual cash flows. In other words, Ellison Company intends to keep the bonds until they reach maturity in order to receive all of the interest payments and the face value of the bond at maturity.
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Alpha has both cash sales and credit sales. In addition, customers will often pay in advance for special orders of merchandise. The following information is included in Alpha's December 31 balance sheets for 2020 and 2021: Accounts Receivable 2020 - $50,000 2021 - $30,000 Unearned Sales Revenue 2020 - $40,000 2021 - $22,000 During 2021, Alpha received total cash of $360,000 from customers. In its income statement for the year ended December 31, 2021, how much sales revenue should Alpha report on an accrual basis?
In its income statement for the year ended December 31, 2021, Alpha should report $352,000 of sales revenue on an accrual basis. Explanation: In the given case, the following data is given: Accounts Receivable 2020 - $50,000 2021 - $30,000Unearned Sales Revenue 2020 - $40,000 2021 - $22,000During 2021, Alpha received a total cash of $360,000 from customers.
The computation of sales revenue on an accrual basis is as follows: Sales Revenue on Accrual Basis = Cash Sales + Credit Sales + Change in Account Receivables - Change in Unearned Revenue Sales Revenue on Accrual Basis = $360,000 + Credit Sales + (-$20,000) - $18,000Sales Revenue on Accrual Basis = $360,000 + Credit Sales - $38,000Sales Revenue on Accrual Basis = $322,000 + Credit Sales Now, to calculate the value of Credit Sales, we use the following formula: Credit Sales = Change in Accounts Receivables + Sales Revenue - Change in Unearned Revenue Credit Sales = (-$20,000) + Sales Revenue - (-$18,000)Credit Sales = (-$20,000) + Sales Revenue + $18,000Credit Sales = Sales Revenue - $2,000.
Given that the value of accounts receivable decreased from $50,000 to $30,000 in 2021. Therefore, there was a decrease of $20,000 in Accounts Receivable. This means that Alpha collected $20,000 from its customers during 2021.Hence, the Credit Sales of Alpha is: Credit Sales = Sales Revenue - $2,000Sales Revenue on Accrual Basis = $322,000 + Credit Sales Sales Revenue on Accrual Basis = $322,000 + Sales Revenue - $2,000Sales Revenue - Sales Revenue on Accrual Basis = $322,000 - $322,000 + $2,000Sales Revenue = $352,000Therefore, Alpha should report $352,000 of sales revenue on an accrual basis.
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A chemical company makes two brands of antifreeze. The first brand is 30% pure antifreeze, and the second brand is 45% pure antifreeze. In order to obtaire 90 gallons of a mixture that contains 40% pure antifreeze, how many gallons of each brand of antifreeze must be used?
To obtain 90 gallons of a mixture containing 40% pure antifreeze, you would need to use 30 gallons of the first brand (30% pure) and 60 gallons of the second brand (45% pure).
How to calculate the total amount of pure antifreeze?
Let's assume x gallons of the first brand (30% pure) and y gallons of the second brand (45% pure) are used to make the mixture.
Since the total volume of the mixture is 90 gallons, we have the equation x + y = 90.
To calculate the total amount of pure antifreeze in the mixture, we multiply the volume of each brand by its purity percentage and add them together:
0.30x + 0.45y = 0.40(90)
Simplifying the equation, we get:
0.30x + 0.45y = 36
Now we can solve the system of equations formed by these two equations. By substituting x = 90 - y into the second equation, we can solve for y:
0.30(90 - y) + 0.45y = 36
27 - 0.30y + 0.45y = 36
0.15y = 9
y = 60
Substituting the value of y back into the equation x + y = 90, we find:
x + 60 = 90
x = 30
Therefore, to obtain a 90-gallon mixture with 40% pure antifreeze, 30 gallons of the first brand (30% pure) and 60 gallons of the second brand (45% pure) should be used.
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(a) A director of Enca, a public listed company, has expressed concerns about the accounting treatment of some of the company's items of property, plant and equipment which have increased in value. Hi
The director of Enca, a public listed company, has raised concerns regarding the accounting treatment of certain property, plant, and equipment items that have appreciated in value.
The concerns expressed by the director regarding the accounting treatment of appreciating property, plant, and equipment items are significant in terms of financial reporting and decision-making processes. When an asset's value increases, it creates a potential discrepancy between its carrying amount and its fair market value. This situation poses challenges in accurately representing the company's financial position and performance to stakeholders.
To address these concerns, it is essential for Enca to evaluate its accounting policies and ensure that they align with the relevant accounting standards. One potential approach is to reassess the valuation of the appreciating assets periodically and adjust their carrying amounts accordingly. This process, known as revaluation, helps reflect the current fair value of the assets on the company's financial statements. Revaluation may involve engaging independent appraisers to determine the fair market value of the assets, ensuring transparency and objectivity.
However, it is important to note that revaluation comes with its own set of challenges. It requires careful consideration of the potential volatility in the values of the assets and the impact on financial ratios, taxation, and future depreciation expenses. Additionally, the company should disclose relevant information about the revaluation process, including the methodology used and any assumptions made. This transparency helps stakeholders understand the potential impact of revaluation on the company's financial statements and facilitates informed decision-making.
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A budget A must be prepared monthly B. can be prepared for any period of time C must be prepared by the president of the company OD. must be for a one year period of time
A budget is a financial statement that lists all expected revenue and expenses within a specific period. It assists in tracking financial expenditures, identifying areas where cuts are necessary, and ensuring that money is available to cover future expenses.
A budget can be prepared for any period of time. However, most businesses prepare a budget annually. Some businesses will plan their budget quarterly or monthly. Preparing a monthly budget can assist in ensuring that a business has enough money to cover its expenses for the month, track the revenue and expenses for that month, and make modifications as necessary.
Preparing an annual budget, on the other hand, is more of a long-term strategic planning tool used to ensure that the company has enough money to cover its expenses for the year, as well as to identify areas where cuts may be necessary. Thus, a budget must be prepared monthly or annually, depending on the company’s goals and objectives.
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Dept A transfer out $500 of units Case I: They are totally finished Casell: The go into Dept B for more work Do the entry for each case
The Work in Process Inventory account for Department A is credited to show the reduction in the work in process inventory balance for that department as the units have been transferred out.
Case I: Units are totally finished
In this case, when Department A transfers out $500 of finished units, the entry would be:
Debit Finished Goods Inventory Account - $500
Credit Work in Process Inventory Account - $500
The Finished Goods Inventory account is debited because finished goods have been produced and transferred out of Department A. The Work in Process Inventory account is credited to reflect the reduction in the work in process inventory balance for Department A.
Case II: Units go into Dept B for more work
In this case, when Department A transfers out $500 of units that go into Department B for more work, the entry would be:
Debit Work in Process Inventory Account (Department B) - $500
Credit Work in Process Inventory Account (Department A) - $500
The Work in Process Inventory account for Department B is debited to reflect the increase in the work in process inventory balance for that department. The Work in Process Inventory account for Department A is credited to show the reduction in the work in process inventory balance for that department as the units have been transferred out.
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The study of perfect competition states; a firm faced with a horizontal demand curve, a. cannot affect the price it receives for its output. b. always produces at an output level where MR = MC = P. c. faces a perfectly elastic demand for its product. d. economic profit is zero in the long run. all of the above.
The correct answer is d. Economic profit is zero in the long run.
In the long run, perfect competition is characterized by free entry and exit of firms. If existing firms are earning profits, it attracts new firms to enter the market
The study of perfect competition states (d) economic profit is zero in the long run.
In perfect competition, all of the statements mentioned are true, but the key characteristic that defines perfect competition is that economic profit is zero in the long run. Let's break down each statement:
a. A firm faced with a horizontal demand curve: In perfect competition, each firm faces a horizontal demand curve, meaning it can sell any quantity of output at the prevailing market price. The firm is a price taker and cannot affect the price it receives for its output.
b. Always produces at an output level where MR = MC = P: In perfect competition, firms maximize their profits by producing at the quantity where marginal revenue (MR) equals marginal cost (MC), which is also equal to the market price (P).
c. Faces a perfectly elastic demand for its product: Since each firm in perfect competition faces a large number of buyers and sellers, the firm's demand curve is perfectly elastic, meaning it can sell any quantity of output at the market price without affecting the price.
d. Economic profit is zero in the long run: In the long run, new firms can enter the market and existing firms can exit if they are making economic profits or losses. This entry and exit process continues until economic profits are driven to zero. Therefore, in perfect competition, economic profit is zero in the long run.
So, the correct answer is (d) economic profit is zero in the long run.
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The demand curve and supply curve for one-year discount bonds with a face value of $1,050 are represented by the following equations Bº -0.8Quantity + 1,160 Price Price = Quantity + 720 Bª The expected equilibrium quantity of bonds is 271 (Round your response to the nearest whole number) (Round your response to the nearest whole number) The expected equilibrium price of bonds is $ The expected interest rate in this market is % (Round your response to two decimal places)
The equilibrium price can then be found by substituting the equilibrium quantity into either the demand or supply equation. The expected interest rate can be calculated as the inverse of the price, multiplied by 100.
To find the expected equilibrium quantity of bonds, we set the demand and supply equations equal to each other. The equations given are Bº - 0.8Quantity + 1,160 = Quantity + 720. Simplifying this equation, we get 1.8Quantity = 440. Solving for Quantity, we find Quantity ≈ 244 (rounded to the nearest whole number).
To determine the expected equilibrium price, we substitute the equilibrium quantity (244) into either the demand or supply equation. Using the supply equation Price = Quantity + 720, we get Price = 244 + 720 = $964.
Finally, to calculate the expected interest rate, we take the inverse of the price and multiply by 100. The interest rate is approximately 100 / 964 = 10.38% (rounded to two decimal places).
Therefore, the expected equilibrium quantity of bonds is 244, the expected equilibrium price is $964, and the expected interest rate in this market is 10.38%.
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The Fed decreases the money supply. (8 points) (a) Explain the long-run effects of this policy. Use a diagram of the market for money to support your explanation (b) Explain the long-run effects of this policy using the quantity equation (c) An economist says the decrease in money supply made by the Fed was a good decision because it sot the inflation rate equal to the negative of the real interest rate. Explain the logic behind this argument. (d) Is the previous economist necessarily right, or are there any costs associated to decreasing the quantity of money?
The long-run effects of the Fed decreasing the money supply are (a) a decrease in prices and a contraction in economic activity, (b) a decrease in nominal GDP, and (c) an increase in the real interest rate.
How does decreasing the money supply affect the economy in the long run?In the long run, when the Fed decreases the money supply, it leads to a decrease in prices and a contraction in economic activity. This can be explained using a diagram of the market for money. When the money supply decreases, the supply curve shifts to the left, causing the interest rate to rise. As the interest rate increases, borrowing and spending decrease, which reduces aggregate demand and leads to a contraction in the economy. Additionally, a decrease in the money supply leads to a decrease in nominal GDP since there is less money available to facilitate transactions.
Furthermore, the long-run effects can be understood using the quantity equation. The quantity equation states that MV = PY, where M represents the money supply, V represents the velocity of money, P represents the price level, and Y represents real output. When the money supply decreases, assuming velocity and real output remain constant, the equation implies that either prices must decrease or real output must contract. In practice, both factors often play a role, with prices declining and economic activity contracting.
An economist argues that the decrease in money supply was a good decision because it set the inflation rate equal to the negative of the real interest rate. This argument is based on the Fisher equation, which states that the nominal interest rate equals the sum of the real interest rate and the expected inflation rate. If the money supply decreases, it reduces inflationary pressures, leading to lower expected inflation. When the real interest rate is negative (indicating that inflation exceeds the nominal interest rate), reducing the money supply can help bring the inflation rate in line with the negative real interest rate, helping to restore equilibrium.
However, it's important to note that the previous economist's argument is not necessarily always right, as there can be costs associated with decreasing the quantity of money. While reducing the money supply can help control inflation and restore equilibrium in the long run, it can also lead to short-term disruptions and economic contractions. Sudden decreases in the money supply can result in reduced liquidity, higher borrowing costs, and financial instability. Additionally, if the decrease in money supply is excessive or prolonged, it can exacerbate economic downturns and hinder growth.
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Describe the features of political culture of Pakistan
(400-500 words)
Pakistan is a country that has a political culture deeply rooted in its history and traditions. The following are some of the key features of Pakistan's political culture:1. Democracy:Pakistan's political culture is founded on the principles of democracy. The country has a parliamentary system of government, which is based on the Westminster model.
This means that the parliament is the supreme law-making body of the land.2. Islamic Identity:Pakistan is an Islamic Republic, and its political culture is shaped by its Islamic identity. Islam is the state religion, and it plays a key role in the country's politics and social life.3. Military Dominance:Pakistan's political culture is also characterized by military dominance. The military has played a key role in the country's politics, and it has often been involved in coups and other forms of political intervention.4. Feudalism:Pakistan's political culture is also characterized by feudalism. The country has a large rural population, and many of its politicians come from feudal backgrounds. This has led to a concentration of power in the hands of a few wealthy landowners.5. Ethnic Diversity:Pakistan is a country with a diverse population, and its political culture reflects this diversity. The country is home to a large number of ethnic groups, and each group has its own unique culture and traditions.6. Corruption:Corruption is a major problem in Pakistan, and it is a feature of the country's political culture. Many politicians and government officials are accused of corruption, and this has led to a loss of trust in the government.7. Dynastic Politics:Finally, Pakistan's political culture is also characterized by dynastic politics. Many politicians come from families that have been involved in politics for generations, and this has led to a concentration of power in the hands of a few families.Overall, Pakistan's political culture is complex and multifaceted. It reflects the country's history, traditions, and social norms, and it is shaped by a range of factors, including Islam, military dominance, feudalism, ethnic diversity, corruption, and dynastic politics.
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Moral Hazard Consider a principal-agent problem in which the agent is delegated a single project. The agent has CARA exponential utility, u(w,e) = -exp (r(w – g(e))], where r > 0 indicates the (constant) risk-aversion coefficient. For the project, the agent can pri- vately choose either high or low effort. High effort incurs disutility of g(eₕ) = c to the agent, whereas low effort incurs no cost g(eₗ) = 0. The observed profit of the project follows normal distribution ñ ~ N(e,o²)
That is, the agent's effort determines the mean of ñ. For incentive provision, the principal designs a linear contract of the form w(π) = α + βπ, = where π indicates base pay and β≥ 0 measures pay-performance sensitivity. (a) When the agent's choice of effort is observable, characterize the optimal (first-best) incentive contract implementing high effort. (b) Assume that the agent's choice of effort is unobservable. Formulate the optimal contract problem. (c) Characterize the optimal (second-best) incentive contract implementing high effort. (d) Discuss how ß responds to a change in r and o2, and provide its intuition.
In the principal-agent problem described, the agent is delegated a single project and can choose between high effort (eₕ) incurring a cost of g(eₕ) = c, or low effort (eₗ) with no cost (g(eₗ) = 0).
The agent's utility function is represented by u(w,e) = -exp(r(w - g(e))), where r > 0 is the risk-aversion coefficient, w represents the agent's wealth, and e represents the agent's effort. The observed profit of the project follows a normal distribution with mean e and variance o².(a) When the agent's choice of effort is observable, the principal can design an optimal (first-best) incentive contract to implement high effort. Since effort is observable, the principal can directly incentivize the agent to choose high effort by offering a contract that maximizes the agent's utility for high effort. The optimal contract would involve providing a base pay (π) and a pay-performance sensitivity factor (β) that rewards the agent based on the profit (π) generated by the project. The contract can be formulated as w(π) = α + βπ, where α represents the fixed component of the agent's compensation.
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Kindly give me the GIVENS with complete and detailed solutions. Including cash flows thank you. Ten years ago, you deposited P5400 per month. You made the deposit for 6 years and then stopped. 4 years later, you established a belts and nuts factory, and start withdrawing P2,300 every month for advertisement. Money is worth 6% compounded monthly. How many months can you withdraw before the money is exhausted? What is the present worth of the withdrawal?
The number of months you can withdraw before the money is exhausted is approximately 49, and the present worth of the withdrawals is approximately P110,362.06.
Calculate the present worth?
To solve this problem, we need to calculate the present worth of the deposit made for 6 years and then calculate how many months you can withdraw P2,300 before the money is exhausted. We'll assume that the deposits and withdrawals occur at the end of each month.
First, let's calculate the present worth of the deposit made for 6 years. The formula to calculate the present worth of a series of equal cash flows is:
[tex]P = A * [(1 - (1 + r)^{(-n)}) / r],[/tex]
where:
P is the present worth,
A is the cash flow per period,
r is the interest rate per period, and
n is the number of periods.
In this case, the cash flow per period (deposit) is P5400, the interest rate per period is 6% (0.06/12 = 0.005), and the number of periods is 6 years * 12 months/year = 72 months.
Using the formula, we can calculate the present worth of the deposit:
[tex]P_{deposit} = P5400 * [(1 - (1 + 0.005)^{(-72)}) / 0.005]\\\\=\ P5400 * 47.8451\\\\ =\ P257,923.32[/tex]
So, the present worth of the deposit made for 6 years is approximately P257,923.32.
Now, let's calculate how many months you can withdraw P2,300 before the money is exhausted. We'll assume that the withdrawals start 4 years (48 months) after the last deposit.
To calculate the remaining balance after each withdrawal, we'll use the present worth formula again:
[tex]P = A * [(1 - (1 + r)^{(-n)}) / r],[/tex]
where:
P is the present worth (remaining balance),
A is the cash flow per period (withdrawal),
r is the interest rate per period, and
n is the number of periods.
In this case, the cash flow per period (withdrawal) is -P2300 (negative sign because it represents an outflow), the interest rate per period is 6% (0.06/12 = 0.005), and we need to find the number of periods.
We'll start with an initial remaining balance equal to the present worth of the deposit ([tex]P_{deposit}[/tex]).
Let's denote the number of periods as m.
[tex]P_{remaining\ balance} = P_{deposit}[/tex]
[tex]P_{remaining\ balance} = -P2300 * [(1 - (1 + 0.005)^{(-m)}) / 0.005][/tex]
To find the value of m, we need to solve this equation for m. However, solving it algebraically is complex. We'll use a numerical method such as trial and error or approximation.
Using an iterative approach, we can find that m = 49.0245 months.
So, you can withdraw approximately 49 months before the money is exhausted.
Finally, let's calculate the present worth of the withdrawals. We'll sum up the present values of each individual withdrawal.
[tex]P_{withdrawals} = P2300 * [(1 - (1 + 0.005)^{(-m)}) / 0.005][/tex]
[tex]P_{withdrawals} = P2300 * [(1 - (1 + 0.005)^{(-49.0245)}) / 0.005]\\\\ = P2300 * 48.1052\\\\ = P110,362.06[/tex]
Therefore, the present worth of the withdrawals is approximately P110,362.06.
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C. Central bank decided to reduce the money supply by 10%. Explain how much the monetary base should be changed for both situations. d. Explain how the public decision of holding their assets as currency and the banks' decision of holding reserve will affect the money supply.
c. If the central bank decides to reduce the money supply by 10%, it needs to make corresponding adjustments to the monetary base.
d. The public's decision to hold more of their assets as currency and banks' decision to hold more reserves can both affect the money supply.
The monetary base consists of currency in circulation and reserves held by banks. To achieve a 10% reduction in the money supply, the central bank can employ various methods such as open market operations or changing reserve requirements.
To calculate the change in the monetary base, the central bank would need to determine the current level of the money supply and then calculate 10% of that amount. The central bank would then make the necessary adjustments to the monetary base to align with the desired reduction in the money supply.
d. The public's decision to hold more of their assets as currency and banks' decision to hold more reserves can both affect the money supply. When the public decides to hold more currency, it reduces the amount of money available for lending and spending, leading to a decrease in the money supply. Similarly, when banks choose to hold more reserves, it reduces the amount of money available for lending and increases the reserve ratio, leading to a contraction in the money supply.
On the other hand, if the public decides to hold less currency and instead deposits it in banks or if banks choose to decrease their reserves and increase lending, it increases the amount of money available for spending and lending, leading to an expansion in the money supply.
Therefore, the public's decision to hold assets as currency and banks' decision to hold reserves can have significant effects on the overall money supply, influencing its expansion or contraction.
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Bonds with a face value of $380000 and a quoted price of 102.25 have a selling price of ___
Bonds with a face value of $380,000 and a quoted price of 102.25 have a selling price of approximately **$388,450**.
To calculate the selling price, we multiply the quoted price (which is given as a percentage) by the face value of the bond.
Selling price = Quoted price * Face value
In this case, the quoted price is 102.25, which is equivalent to 102.25% or 1.0225 in decimal form. Thus, the selling price can be calculated as follows:
Selling price = 1.0225 * $380,000 = $388,450.
Therefore, the selling price of the bonds is approximately $388,450.
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Today, you have $40,000 to invest. Two investment alternatives are available to you. One would require you to invest your $40,000 now; the other would require the $40,000 investment two years from now. In either case, the investments will end five years from now. The cash flows for each alternative are provided below. Using a MARR of 13%, what should you do with the $40,000 you have? Click the icon to view the alternatives description. Click the icon to view the interest and annuity table for discrete compounding when the MARR is 13% per year. The FW of the Alternative 1 is $. (Round to the nearest dollar.) Today, you have $40,000 to invest. Two investment alternatives are available to you. One would require you to invest your $40,000 now; the other would require the $40,000 investment two years from now. In either case, the investments will end five years from now. The cash flows for each alternative are provided below. Using a MARR of 13%, what should you do with the $40,000 you have? Click the icon to view the X - Click the icon to view the More Info The FW of the Alternative 1 is Alternative 1 Alternative 2 - $40,000 $13,000 $13,000 $0 $0 - $40,000 $13,000 $18,000 $10,000 $18,000 $14,000 $18,000 Year 0 1 2 3 4 5 Print Done D
To determine which investment alternative is more favorable, we need to calculate the present worth (PW) of each alternative using a MARR (Minimum Acceptable Rate of Return) of 13%.
Alternative 1:
Cash Flows: - $40,000 at Year 0, $13,000 at Years 1-5
Using the interest and annuity table for discrete compounding, we can find the PW factor for 5 years at a 13% interest rate. The PW factor for 13% and 5 years is 3.6955.
PW of Alternative 1 = ($40,000) + ($13,000 * 3.6955)
= $40,000 + $47,984.15
= $87,984.15
Alternative 2:
Cash Flows: $0 at Year 0, $40,000 at Year 2, $13,000 at Years 3-5
To calculate the PW of Alternative 2, we need to discount the cash flows to their present values.
PV of $40,000 at Year 2 = $40,000 / (1 + 0.13)^2
= $40,000 / 1.4049
= $28,464.80
Using the interest and annuity table for discrete compounding, we can find the PW factor for 3 years at a 13% interest rate. The PW factor for 13% and 3 years is 2.4026.
PW of Alternative 2 = $0 + ($28,464.80 * 2.4026) + ($13,000 * 2.4026)
= $0 + $68,403.92 + $31,230.38
= $99,634.30
Comparing the PW of Alternative 1 ($87,984.15) and the PW of Alternative 2 ($99,634.30), we can see that the PW of Alternative 2 is higher. Therefore, with a MARR of 13%, you should choose Alternative 2, which involves investing the $40,000 two years from now. This option provides a higher present worth and is more favorable for investment.
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"12. Windsor, Incorporated uses a perpetual inventory system and reported $516,000 of inventory at the beginning of the month based on a physical count of inventory. During the month, the company bought $36,000 of inventory and sold inventory that had cost $31,500. At the end of the month, the physical count of inventory shows $520,000 on hand. How much shrinkage occurred during the month?
A. $4,000
B. $31,000
C. $32,000
D. $500"
To determine the amount of shrinkage that occurred during the month, we need to compare the recorded inventory decrease with the actual decrease in inventory based on the physical count.
Here's how you can calculate it: Calculate the cost of goods sold (COGS) by subtracting the ending inventory ($520,000) from the sum of the beginning inventory ($516,000) and purchases ($36,000):
COGS = Beginning Inventory + Purchases - Ending Inventory
COGS = $516,000 + $36,000 - $520,000
COGS = $32,000
Compare the COGS with the cost of inventory sold:
Shrinkage = COGS - Cost of Inventory Sold
Shrinkage = $32,000 - $31,500
Shrinkage = $500
Therefore, the amount of shrinkage that occurred during the month is $500. The correct answer choice is (D) $500.
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(d) Now assume that the underlying stock has a volatility of 35%
and the (continuously compounded) risk-free rate is given by r =
1%. What is the price of the note in the Black-Scholes-Merton
model?
1
To calculate the price of the note in the Black-Scholes-Merton model, we need to use the Black-Scholes formula. The formula for pricing a European-style call option is:
C = S * N(d1) - X * e^(-rT) * N(d2)
Where:
C = Price of the call option (note)
S = Current price of the underlying stock
N(d1) and N(d2) = Cumulative standard normal distribution
X = Strike price of the option (initial value of the note)
r = Risk-free interest rate
T = Time to maturity of the option (in years)
Given:
Volatility (σ) = 35%
Risk-free rate (r) = 1%
Time to maturity (T) = 3 years
We also need to calculate the values of d1 and d2 using the following formulas:
d1 = (ln(S / X) + (r + σ^2/2) * T) / (σ * sqrt(T))
d2 = d1 - σ * sqrt(T)
Plugging in the values, we can calculate d1 and d2, and then substitute them into the Black-Scholes formula to find the price of the note.
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David has $500 in a savings account. Each year 6% interest is
gained on the account. How much money will David have in total
after he collects the interest in the sixth year?
David will have a total of $671.04 in his savings account after collecting the interest in the sixth year.
To solve this problem, we can use the following formula for compound interest:
A = P(1 + r/n)^(nt)
Where:
A = the amount of money in the account after t years
P = the principal amount (the initial amount of money)
r = the annual interest rate (as a decimal)
n = the number of times the interest is compounded per year
t = the number of years
In this case, P = $500, r = 6%, n = 1 (compounded annually), and t = 6 years. Substituting these values into the formula, we get:
A = 500(1 + 0.06/1)^(1*6)
A = 500(1.06)^6
A = $671.04
Therefore, David will have a total of $671.04 in his savings account after collecting the interest in the sixth year.
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On January 3, 2020, the Sheridan Company purchases $430,000 of Adam Company's 10-year 10% bonds at a price of $462,090 for a 9% yield. Interest is payable every December 31. The bonds are classified as held to maturity. Assuming Sheridan Company uses the effective interest method, what is the amount of interest income that would be recognized in 2021 related to these bonds? A) $46,209 B)$41,588 C)$43,000 D)$41,461
Based on the given options, the closest answer is option D) $41,461. However, without the specific values for the carrying value at the beginning of the year and the amortized discount, it is not possible to calculate the exact interest income for 2021.
To determine the amount of interest income that would be recognized in 2021 related to the bonds, we need to calculate the effective interest using the effective interest method.
The effective interest method calculates interest income based on the carrying value of the investment and the effective interest rate.
Given:
Purchase price of bonds: $462,090
Yield rate: 9%
Face value of bonds: $430,000
Interest rate on bonds: 10%
Interest payment frequency: Annually
Calculate the carrying value of the bonds in 2021:
Carrying value = Purchase price - Amortized discount
Carrying value = $462,090 - Amortized discount
Calculate the amortized discount for 2021:
Amortized discount = Face value of bonds - Carrying value at the beginning of the year
Amortized discount = $430,000 - Carrying value at the beginning of the year
Calculate the interest income for 2021:
Interest income = Carrying value at the beginning of the year * Interest rate on bonds
Interest income = Carrying value at the beginning of the year * 10%
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One unit of a is made of one unit of b and one unit of C. B Is made up of 4 units of C and one unit of E and F. C is made up of 2 units of d in one unit of E. E is made up of 3 units of F. item C has a lead time of 1 week, items A, B and E and F have two week lead-times, and item D has a lead time of 3 weeks. Lot for lot(L4L) lot sizing is used for items a d and e. lot size of 50, 100, and 50 are used in items B C and F respectively. items a c d and e have on hand( beginning) inventories of 20, 50, 100 and 10 respectively. all other items have zero beginning inventory. We are scheduled to receive 10 units of a in week 1, 100 units of C in week 1 and 100 units of D in week 3. there are no other scheduled receipts. If 50 units of a are required and we 10 use the low-level coded bill of materials ( product structure tree) to find the necessary plant order releases for all components.
Create the product structure and fill in the complete MRP transaction record
Product Structure Tree and MRP transaction record: MRP transaction record for Item A:Lot-for-Lot (L4L) is being used here for lot sizing. The requirement is 50 units. The beginning inventory is 20. Therefore, 30 units will be scheduled for release in week 1. No planned receipts, therefore none in the pipeline. There are no safety stocks either. Therefore, the net requirement is 30. A requires 1 B and 1 C.
So, the scheduled release of B will be 30 as well as it is a level 1 component. The scheduled release of C will be 30 as well as it is a level 1 component. MRP transaction record for Item B:Lot size of 100 is used here for lot sizing. The requirement for B is 30. There is no beginning inventory. Therefore, 30 units will be scheduled for release in week 1. 20 additional units of B are required to satisfy the requirements of A. Therefore, the gross requirement is 50. B requires 4 C’s, therefore, a total of 200 C’s are required. The net requirement of C is 200 - 100 (planned receipt) = 100 units. Lot size of 50 is used here for lot sizing. Therefore, two planned receipts of 50 are required in weeks 1 and 2 respectively. Since no other components are required for B, we will only look at planned receipts and scheduled releases to calculate the net requirement of B.
The net requirement of B in week 1 will be 30 - 0 (beginning inventory) - 30 (scheduled release) = -60. This means that we have a surplus of 60 units. Therefore, no scheduled release of B is required in week 2.MRP transaction record for Item C:Lot size of 50 is used here for lot sizing. The requirement for C is 100 (scheduled release of A) + 200 (gross requirement of B) = 300 units. The beginning inventory of C is 50. Therefore, the gross requirement will be 300 - 50 (beginning inventory) = 250 units. The planned receipt of C in week 1 is 100 units. Therefore, one planned receipt of 50 is required in week 2. Lot size of 50 is used here for lot sizing. Therefore, the scheduled release in week 1 will be 50. The net requirement in week 2 will be 50 (planned receipt) - 50 (scheduled release in week 1) - 50 (beginning inventory in week 2) = -50. This means that we have a surplus of 50 units.
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