Voluntary audits can provide SMEs with additional assurance, credibility, and guidance, which can be beneficial for their growth, access to capital, and long-term sustainability.
a. Under Section 266 of the Malaysian Companies Act 2016, auditors have duties such as conducting audits, verifying financial statements, reporting irregularities, and ensuring compliance. They have the right to access information, obtain explanations, and examine witnesses for the purpose of the audit.
b. SMEs may voluntarily conduct audits to enhance credibility, transparency, and stakeholder trust. Audits provide insights, improve financial management, and align with best practices. It demonstrates a commitment to good governance, facilitates access to capital, and supports long-term sustainability.
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Which of the following economic activities will be counted in the domestic economy's GDP in the current year? O a. A consumer buys a used camera. O b. The federal government spends on unemployment benefits. O c. A consumer buys an imported car. O d. Government spends on national defence.
The purchase of a used camera and government spending on unemployment benefits and national defense will be counted in the domestic economy's GDP in the current year. However, the purchase of an imported car will not be included in GDP. In the current year, the economic activities that will be counted in the domestic economy's Gross Domestic Product (GDP) are as follows:
a. A consumer buys a used camera: This transaction will be counted in GDP as it represents a final sale of a product within the domestic economy. It contributes to the overall consumption expenditure component of GDP.
b. The federal government spends on unemployment benefits: This government expenditure will be included in GDP as it represents a part of government consumption expenditure. It contributes to the overall aggregate demand in the economy.
c. A consumer buys an imported car: This transaction will not be counted in the domestic economy's GDP. GDP measures the value of final goods and services produced within a country's borders, and imports represent goods produced in other countries.
d. Government spends on national defense: This government expenditure on national defense will be included in GDP. It represents government consumption expenditure, contributing to the overall GDP calculation.
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The Gantt chart is a tool that provides a visual (graphic) representation of O the organization of a company O what occurs over the course of a project O the most efficient motions required for a task The tnancial crisis of 2008 revealed a huge failure with major banks in the United States. The banks did not know their risk positions in credit-default derivatives, it isok months to process contracts and reconcile with counter-parties. This type of activity falls under which type of management? Ooperations O contingency O systems approach Mary Parker Follett's approach to conflict resolution built upon her Quaker background and training. She believed in constructive conflict, which would show whose ideas were better a hierarchy of command that would quickly settle conflicts constructive consultation of equals rather than compromise, submission, or struggle Max Weber believed in well-defined organizations which he called the Hierarchical Management Structure. The Humanistic management theory is similar but it recognizes the power of O the formal structure the informal structure the unions
The financial crisis of 2008 highlighted a major failure in risk management within major banks in the United States. This type of activity falls under the systems approach to management, which emphasizes the importance of efficient processes and organization in achieving goals.
Mary Parker Follett's approach to conflict resolution was based on her Quaker background and focused on constructive conflict resolution through consultation of equals, rather than hierarchical command or struggle. Max Weber believed in a well-defined hierarchical management structure, while the humanistic management theory recognizes the importance of both formal and informal structures, as well as the power of unions in promoting the well-being of employees. The Gantt chart is a tool that can aid in project management by providing a visual representation of tasks and timelines.
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Alloy Wheel Manufacturing has accumulated the following budget data for year 2020:
1. Sales: 42,000 units, unit selling price $60.
2. Cost of one unit of finished goods: Direct materials 2 pounds at $5.25 per pound, direct labor 1.5 hours at $11.50 per hour, and manufacturing overhead $5.75 per direct labor hour.
3. Inventories (raw materials only): Beginning, 11,000 pounds; ending, 13,500 pounds.
4. Raw materials cost: $5.25 per pound.
5. Selling and administrative expenses: $185,000.6. Income taxes: 40% of income before income taxes.Required:
(a) Prepare a schedule showing the computation of cost of goods sold for 2020.
(b) Prepare a budgeted income statement for 2020.
Schedule showing the computation of cost of goods sold(COGS) for 2020.
Units sold: 42,000 units
Cost of one unit of finished goods:
Direct materials: 2 pounds x $5.25 per pound = $10.50
Direct labor: 1.5 hours x $11.50 per hour = $17.25
Manufacturing overhead: $5.75 per direct labor hour x 1.5 hours = $8.63
Total cost per unit: $10.50 + $17.25 + $8.63 = $36.38
Cost of Goods Sold = Units sold x Total cost per unit
Cost of Goods Sold = 42,000 units x $36.38 = $1,527,960
Therefore, the cost of goods sold for 2020 is $1,527,960.
Budgeted income statement for 2020:
Sales revenue $2,520,000
Cost of Goods Sold $1,527,960
Gross profit $992,040
Selling and administrative expenses $185,000.6
Operating income $807,039.4
Income taxes $322,815.76
Net income $483,424.24
This is calculated as follows:
Sales: 42,000 units, unit selling price $60
Sales revenue = Units sold x Unit selling price
Sales revenue = 42,000 units x $60 = $2,520,000
Cost of Goods Sold: $1,527,960 (As calculated above)
Gross profit = Sales revenue - Cost of Goods Sold
Gross profit = $2,520,000 - $1,527,960 = $992,040
Operating income = Gross profit - Selling and administrative expenses
Operating income = $992,040 - $185,000.6 = $807,039.4
Income before income taxes = Operating income
Income taxes = 40% x Income before income taxes
Income taxes = 40% x $807,039.4 = $322,815.76
Net income = Operating income - Income taxes
Net income = $806,240 - $322,815.76 = $483,424.24
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wny why not? D. You are considering purchasing a 10-year bond and fol low the theory of rational expectations. If you have jus read the annual report of the central bank in your cour try that states interest rates are higher than expected, will you buy the bond today or in the next month? If you rood Tr wny why not? D. You are considering purchasing a 10-year bond and fol low the theory of rational expectations. If you have jus read the annual report of the central bank in your cour try that states interest rates are higher than expected, will you buy the bond today or in the next month? If you rood Tr
Based on the theory of rational expectations, if the annual report of the central bank in my country states that interest rates are higher than expected, I would choose to buy the bond today instead of waiting until the next month.
According to the theory of rational expectations, individuals form their expectations based on all available information, including public announcements and economic data. If the central bank's annual report indicates higher-than-expected interest rates, it suggests that the interest rates are likely to increase in the future.
By purchasing the bond today, I can lock in the current interest rate, which would be advantageous if the rates are predicted to rise. Waiting until the next month may result in a higher interest rate for the bond, reducing its attractiveness and potentially leading to lower returns.
Therefore, acting on the information provided in the central bank's report and following the theory of rational expectations, it would be wise to buy the bond today to take advantage of the current interest rate before it potentially increases.
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In 2010, the cost of a typical market basket was $23. In 2011, the cost of the market basket increased to $27.5. Calculate the inflation rate between 2010 and 2011:
The inflation rate between 2010 and 2011 is 19.57%. To calculate the inflation rate, you can use the following formula:
Inflation Rate = [(Cost of Market Basket in 2011 - Cost of Market Basket in 2010) / Cost of Market Basket in 2010] * 100Plugging in the given values:
Inflation Rate = [(27.5 - 23) / 23] * 100 = 4.5 / 23 * 100 = 19.57% The inflation rate of 19.57% indicates that the cost of the market basket increased by approximately 19.57% from 2010 to 2011. This means that, on average, prices for the items in the market basket rose by about 19.57% over the one-year period. It reflects the general increase in the overall price level and can be used to evaluate changes in purchasing power and the impact on consumers' expenses.
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The King Reports on Corporate Governance were ground-breaking codes of corporate governance in South Africa issued by the King Committee on Corporate Governance. Four reports were issued in 1994 (King I), 2002 (King II), 2009 (King III) and 2016 (King IV).
Compliance with the King Reports is a requirement for companies listed on the Johannesburg Stock Exchange. The King Reports on Corporate Governance have been cited as ‘the most effective summary of the best international practices in corporate governance.
Unlike other corporate governance codes such as Sarbanes-Oxley, the code is non-legislative and is based on principles and practices. It also espouses an ‘apply or explain’ approach.
The philosophy of the code consists of the three key elements of leadership, sustainability, and good corporate citizenship. It views good governance as essentially being effective, ethical leadership.
Analyse the impact of the King Reports in terms of its co-existence with other legislation (e.g. the Companies Act) that applies to companies and directors.
The King Reports have established a set of guidelines that companies must follow in order to remain compliant. The reports emphasize the need for ethical behavior, effective leadership, and good corporate citizenship.
The King Reports have proven to be effective in South Africa and have been viewed as a model for corporate governance. The reports have been instrumental in setting the standard for corporate governance in South Africa and have influenced other countries to adopt similar codes.
The King Reports on Corporate Governance exist in harmony with other laws and regulations, such as the Companies Act, and serve as an essential tool for ensuring that companies and directors follow ethical business practices. The King Reports are not binding laws; instead, they serve as guidelines that companies must follow in order to comply with the JSE's listing requirements.
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whereas, leadership, teamwork, and negotiation are examples of the:_____\
Leadership, teamwork, and negotiation are examples of "soft skills."
Soft skills refer to a set of abilities that aren't specific to a specific job, such as leadership, teamwork, and negotiation. These abilities are essential in many work environments and are often complementary to other abilities that are specific to a certain job or industry. Soft skills are often associated with interpersonal abilities that are essential for effective communication and social interaction.
Examples of Soft Skills:
Soft abilities are essential in virtually every career, and the ability to communicate effectively is one of the most important soft abilities to have. Here are some more examples of soft skills:
Leadership and teamworkAbility to solve problemsCreativity and adaptabilityTime management and prioritizationInterpersonal communicationAbility to work under pressure and meet deadlinesSelf-motivation and a strong work ethicAssertiveness and conflict resolutionPositive attitude and emotional intelligenceEthics and professionalismCritical thinking and analytical skills.Learn more about Soft skills: https://brainly.com/question/30766250
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The Lakeside Company uses a weighted-average process costing system. The following data are available: Beginning inventory -0- Units started in production 30,000 Units finished during the period 24,000 Units in process at the end of the period (complete as to materials, 6,000 X complete as to labor and overhead) Cost of materials used $76,800 $49,400 Labor and overhead costs Total cost of the 6.000 units of the ending inventory: (Round intermediate calculations to two decimal places and round your final answer to the nearest whole dollar.)
The total cost of the 6,000 units of the ending inventory is $50,733.33.
In a weighted-average process costing system, the calculation of cost of goods sold and ending inventory involves averaging the cost per unit of beginning inventory and the cost of units started during the period. Based on the information provided, the total cost of materials used is $76,800 and the total cost of labor and overhead costs is $49,400, resulting in a total cost of $126,200. Dividing this total cost by the total units started and finished during the period (30,000 units), we get a cost per unit of $4.21. Using this cost per unit, we can calculate the cost of goods sold for the period as $100,980 (24,000 units finished x $4.21 per unit). To calculate the cost of the ending inventory, we need to account for the 6,000 units in process at the end of the period. Of these 6,000 units, we are told that 6,000 are complete as to materials and labor and overhead. Therefore, the cost of these 6,000 units is simply 6,000 units x $4.21 per unit for a total of $25,260.
However, this cost must be adjusted to account for the partially complete units in process at the end of the period. Since we are not given any information about the cost of the work done on these units, we cannot make any assumptions about their cost and therefore must exclude them from the calculation.
Therefore, the total cost of the 6,000 units of the ending inventory is $50,733.33 ($25,260 for the complete units plus an unknown amount for the partially complete units).
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Dividing a market by the demography and lifestyle of the customers. (12) 6. As I eat more ice cream, I get happier, but _. (7) 7. Some customers want more, but less. (4) 8. Aiming your marketing mix at one category of consumer. (9) 9. A delivery winner during Covid: Just- . (3) 10. A measure of a firm's degree of indebtedness. (7) sugar and 12. When I'm at my weakness, I chocolate. (5) 13. If you manage this you can manage just about anything. (6) 15. Find a way to control these and you can name your profit. (6) 16. This type of strategy governs the firm's ambitions, investments and budgets. (9) Down 1. A plan or decision so big and significant that it cannot be reversed easily. (9) 2. A person who decides and organises day-to-day issues at work. (7) 3. Perhaps the most interesting job in business is around a loss-making corporation. (7) 4. Do cigarette or gambling executives feel a of guilt at what they do? 5. The business goals, set to fit in with the aims and form the basis of strategy. (10) 11. One of the world's most valuable companies, started and largely owned by Jeff Bezos. (6) 12. The host country for two of the world's business giants: AliBaba and Shein. (5) 14. A word to sum up the achievements of Elon Musk at Tesla. (4)
Dividing a market by the demography and lifestyle of the customers. (12)
6. As I eat more ice cream, I get happier, but melting (7) 7.
Some customers want more, but pay less. (4)
8. Aiming your marketing mix at one category of consumer. (Segmenting) (9) 9. A delivery winner during Covid: Just-Eat (3)
10. A measure of a firm's degree of indebtedness. (Leverage) (7)
Across
sugar and 12. When I'm at my weakness, I crave chocolate. (5) 13. If you manage this you can manage just about anything. (Risk) (6)
15. Find a way to control these and you can name your profit. (Expenses) (6) 16. This type of strategy governs the firm's ambitions, investments, and budgets. (Corporate) (9)
Down
1. A plan or decision so big and significant that it cannot be reversed easily. (Irreversible) (9)
2. A person who decides and organizes day-to-day issues at work. (Manager) (7) 3. Perhaps the most interesting job in business is around a loss-making corporation. (Turnaround) (7)
4. Do cigarette or gambling executives feel a sense of guilt at what they do? 5. The business goals, set to fit in with the aims and form the basis of strategy. (Objectives) (10)
11. One of the world's most valuable companies, started and largely owned by Jeff Bezos. (Amazon) (6) 12. The host country for two of the world's business giants: AliBaba and Shein. (China) (5)
14. A word to sum up the achievements of Elon Musk at Tesla. (Musk) (4)
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Consider the demand and supply of a good given by QD =800-3.2P and QS=4P-640. Suppose that the government imposes 20% subsidy on the price the producer’s price of selling plus JPY60 per unit, that is, if producer sells the product at P, it receives 0.2P+60 worth of subsidy from the government after selling the product at P.
What would the price and quantity before the introduction of the subsidy?
What would the price the producers sell, and the price producers receive (including the subsidy) after the introduction of the subsidy? What would be the quantity traded after subsidy?
What would be the consumer surplus and the producer surplus after subsidy?
What would be the size of the dead weight loss?
How would the subsidy be shared between the producers and the consumers?
Before the introduction of the subsidy, the equilibrium price and quantity can be determined by setting the quantity demanded equal to the quantity supplied. After the introduction of the subsidy, the price the producers sell at is the sum of the original price and the subsidy received.
The price the producers receive is the original price minus the subsidy. The quantity traded after the subsidy can be determined by setting the quantity demanded equal to the quantity supplied with the new prices. The consumer surplus and producer surplus after the subsidy can be calculated using the new equilibrium price. Before the subsidy, the equilibrium price and quantity can be determined by setting the quantity demanded (QD) equal to the quantity supplied (QS). By solving the equation 800-3.2P = 4P-640, we can find the equilibrium price P and substitute it back into either the demand or supply equation to find the equilibrium quantity. After the introduction of the subsidy, the price the producers sell at is the sum of the original price and the subsidy received. In this case, it would be P + 0.2P + 60.
The price the producers receive is the original price minus the subsidy, which is P - (0.2P + 60). The quantity traded after the subsidy can be determined by setting the quantity demanded (QD) equal to the quantity supplied (QS) with the new prices. By solving the equation 800-3.2P = 4(P - (0.2P + 60)), we can find the new equilibrium price and substitute it back into either the demand or supply equation to find the new equilibrium quantity. The producer surplus after the subsidy can be calculated by finding the area above the supply curve and below the equilibrium price with the new prices. The deadweight loss represents the loss in total surplus due to market inefficiency caused by the subsidy. It is the difference between the consumer surplus and producer surplus after the subsidy and the consumer surplus and producer surplus in the absence of the subsidy. The subsidy is shared between the producers and consumers based on the difference between the price producers receive and the price consumers pay. In this case, the producers receive the subsidy (0.2P + 60), and consumers pay the original price (P).
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1. In 1992, the U.S. experienced a substantial budget deficit. By the end of his time in office, President Bill Clinton (together with the U.S. Congress) reduced government spending and increased taxes. Based on the closed-economy model discussed in class: a) What would you predict happened to the government budget deficit? Explain. Explain the effect of this policy on national savings. b) c) Use the graph of savings/investment to show the impact of this policy on national savings and the real interest rate. d) What does the model predict about the level of investment? Explain. 2. Some members of Congress are advocating for the pursuit of a 'balanced federal budget', i.e., keeping T and G on the same level. Assume that Congress balances the federal budget. Suppose that the following year Congress increases taxes by $200 billion dollars and that government spending is increased by the same amount (i.e., G is increased by $200 billion). Use the closed-economy model discussed in class: a) What would be the effect on the federal budget balance? Explain. b) What would happen to national savings? Explain. c) What would happen to interest rates? Explain.
The government budget deficit would likely have decreased due to the reduction in government spending and increased taxes and Balancing the federal budget by increasing taxes and government spending by the same amount would result in a neutral effect on the federal budget balance.
a) The government budget deficit would likely have decreased due to the reduction in government spending and increased taxes.
b) The policy of reducing government spending and increasing taxes would have led to an increase in national savings.
c) The graph of savings/investment would show an upward shift in the savings curve, indicating increased savings and potentially lower real interest rates.
d) The level of investment would generally be expected to increase as national savings increase.
a) Balancing the federal budget by increasing taxes and government spending by the same amount would result in a neutral effect on the federal budget balance.
b) The impact on national savings would depend on the response of individuals and businesses to the changes in taxes and government spending.
c) The effect on interest rates would depend on the overall impact of the policy change on the economy, with the potential for upward or downward pressure on interest rates.
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Loan APR and EAR BCT is a recently open tea store facing difficulties to meet its short term obligations. The owner decides to contact Money King, a short term lender, for a $2,000 loan to be paid in 1 month. Money King demands a fee of $500 to be paid. This is, in 1 month BCT must pay $2,500 to Money King. a) Express the loan fee as an interest rate b) Calculate the APR and the EAR of the loan
The APR is 300% and the EAR is 918.17%.
a) Express the loan fee as an interest rate:
The loan fee can be expressed as an interest rate by dividing the loan fee by the loan amount and then multiplying by 100.
Therefore, the loan fee can be expressed as an interest rate as follows:
Interest rate = (loan fee / loan amount) x 100 = ($500 / $2,000) x 100 = 25%
Therefore, the loan fee is 25% as an interest rate.b) Calculate the APR and the EAR of the loan:
APR (Annual Percentage Rate)APR is the annual percentage rate, which represents the annual interest rate that would be charged for borrowing funds over a one-year period.
The formula for calculating APR is:
APR = (Interest rate x number of payments per year)
APR = (25% x 12)APR = 300%EAR (Effective Annual Rate)
EAR is the effective annual rate, which is the actual annual interest rate charged for a loan after including all fees charged for borrowing. The formula for calculating EAR is:EAR = ((1 + (APR / m))^m - 1)Where m is the number of compounding periods per year.
For this example, m is 12 since the loan is paid back in monthly installments.
EAR = ((1 + (300% / 12))^12 - 1)EAR = 918.17%
Therefore, the APR is 300% and the EAR is 918.17%.
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The weekly revenue from the production and sale of x units of coal is given by R(x) = 241x - 2x2 thousand dollars. The cost function is given by C(x) = x² + 169x + 1 thousand dollars. Find the number of units of coal that are to be produced to maximize the profit if 0 ≤ x ≤ 19. Answer 5 Points Tables. Keypad Keyboard Shortcuts X = units
To maximize profit, we need to determine the number of units of coal that should be produced within the given range of 0 to 19 units.
The profit function is given by P(x) = R(x) - C(x), where R(x) represents the revenue function and C(x) represents the cost function. In this case, R(x) = 241x - 2x^2 and C(x) = x^2 + 169x + 1.
To maximize profit, we differentiate the profit function with respect to x and set it to zero:
P'(x) = R'(x) - C'(x) = 241 - 4x - (2x + 169) = -6x + 72
Setting P'(x) = 0, we solve for x:
-6x + 72 = 0
6x = 72
x = 12
Therefore, to maximize profit within the given range, 12 units of coal should be produced. It's important to note that this solution is valid only within the specified range of 0 ≤ x ≤ 19.
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please help
a. Let U(X, Y) = min [X, ½Y] and Px = 10, Py = 20 and income M =
1000. Find optimal X, Y, and
the resulting Utility.
b. Now let Px = 12. How does optimal consumption and utility
change? E
a. To find the optimal X and Y that maximize utility, we need to compare the marginal utilities per dollar spent on each good.
Given U(X, Y) = min[X, ½Y], we can start by setting up the following equations:
MUx/Px = MUy/Py, where MUx and MUy are the marginal utilities of X and Y, respectively.
Since U(X, Y) = min[X, ½Y], we have:
MUx = 1 when X < ½Y, and MUx = 0 when X > ½Y.
MUy = ½ when X > ½Y, and MUy = 0 when X < ½Y.
Considering Px = 10 and Py = 20, we can set up the equations as follows:
1/10 = ½MUy/20 => MUy = 10
1/10 = 0/20 => MUx = 0
To maximize utility, we should allocate our budget in a way that MUx/MUy = Px/Py. However, since MUx = 0, this equation is satisfied regardless of the allocation between X and Y.
Given an income of M = 1000, we can calculate the amount of X and Y:
10X + 20Y = 1000
X + 2Y = 100
Let's assume X = 0 (as MUx = 0), then we have:
2Y = 100
Y = 50
So, the optimal consumption is X = 0 and Y = 50.
To find the resulting utility, we substitute the values of X and Y into the utility function:
U(X, Y) = min[0, ½ * 50] = min[0, 25] = 0
Therefore, the resulting utility is 0.
b. Now, let's consider Px = 12. The equations for marginal utilities remain the same:
1/12 = ½MUy/20 => MUy = 40/3
1/12 = 0/20 => MUx = 0
Since MUx = 0, the equation MUx/MUy = Px/Py is again satisfied regardless of the allocation between X and Y.
Using the income of M = 1000, we can calculate the amount of X and Y:
12X + 20Y = 1000
X + 5/3Y = 100
Assuming X = 0, we have:
5/3Y = 100
Y = 60
So, the optimal consumption is X = 0 and Y = 60.
Substituting the values of X and Y into the utility function:
U(X, Y) = min[0, ½ * 60] = min[0, 30] = 0
Therefore, the resulting utility is still 0.
In summary, when Px increases from 10 to 12, the optimal consumption and resulting utility remain the same. The change in Px does not affect the allocation between X and Y or the utility derived from consuming the goods.
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Consider a call and a put on the same underlying stock. The call has an exercise price of 100 EUR and costs 20 EUR. The put has an exercise price of 90 EUR and costs 12 EUR. Consider a short position in a strangle based on these two options. (a) Draw the pay-off diagram of the strangle. (b) What is the net loss if the underlying stock price becomes 0?
Payoff
^
|
+---+---+---+---+---+---+---+---+---+---+---+---+---+---+
| |
| |
| |
| |
| |
| |
| / |
| / |
| / |
| / |
| / |
| / |
| / |
+---+---+---+---+---+---+---+---+---+---+---+---+---+---+
0 90 100 Stock Price
The strangle strategy involves selling both the call option and the put option. The call option has an exercise price of 100 EUR and the put option has an exercise price of 90 EUR. The total pay-off of the strangle strategy will be the sum of the pay-offs of the call and put options.
At stock prices below 90 EUR or above 100 EUR, both the call and put options expire worthless, resulting in a net pay-off of zero. However, between the exercise prices of 90 EUR and 100 EUR, the pay-off of the call option decreases linearly as the stock price increases, while the pay-off of the put option decreases linearly as the stock price decreases. This creates a "strangle" shape on the pay-off diagram.
(b) If the underlying stock price becomes 0, both the call and put options will be in-the-money. The call option will have a positive pay-off, while the put option will have a pay-off equal to the exercise price minus the stock price.
For the call option with an exercise price of 100 EUR and a cost of 20 EUR, the pay-off at a stock price of 0 EUR will be 100 EUR - 0 EUR = 100 EUR. However, since the short position in the call option results in a negative pay-off, the net loss from the call option will be -100 EUR.
For the put option with an exercise price of 90 EUR and a cost of 12 EUR, the pay-off at a stock price of 0 EUR will be 90 EUR - 0 EUR = 90 EUR. Again, since the short position in the put option results in a negative pay-off, the net loss from the put option will be -90 EUR.
Therefore, the net loss from the strangle position when the underlying stock price becomes 0 will be the sum of the net losses from the call and put options, which is -100 EUR + (-90 EUR) = -190 EUR.
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The parent company owns 100 percent of the common stock of their subsidiary. In 2021, the parent company reports sales of $1,000,000 and cost of goods sold of $700,000. For the same year, the sub has sales of $250,000 and cost of goods sold of $200,000. During the year, the sub sold merchandise to the parent for $10,000 at a price based on the normal markup. At the end of the year, the parent still possesses 20 percent of this inventory. Calculate the deferred unrealized gain to be reported in consolidation entry (G).
Inventory (20% of $10,000) $2,000 Cr. Unrealized gain $480 Cr. Intercompany sales $1,520To calculate the deferred unrealized gain to be reported in the consolidation entry (G), we need to compute the gross profit of the subsidiary company on the goods sold to the parent company.
Gross profit = Sales - Cost of goods sold Gross profit for subsidiary = $250,000 - $200,000 = $50,000The gross profit margin is calculated as a percentage of sales and is expressed as a percentage of sales. Gross profit margin = Gross profit/Sales x 100Gross profit margin for subsidiary = $50,000/$250,000 x 100% = 20%The selling price for the goods sold from the subsidiary to the parent is based on a normal markup, which means that the sales are made at cost plus a markup. The selling price of goods to the parent company = Cost of goods sold + Markup The markup percentage can be computed as follows: Markup percentage = Gross profit/Cost of goods sold x 100Markup percentage for subsidiary = $50,000/$200,000 x 100% = 25%The sales made to the parent company = $10,000, and the cost of goods sold of the same goods = 75% of $10,000 = $7,500 ($10,000 x 75%).
The deferred unrealized gain for the subsidiary company in consolidation entry (G) can now be calculated as follows: Unrealized gain = 20% x ($10,000 - $7,500) = $500Deferred unrealized gain = 80% x $500 = $400. Therefore, the deferred unrealized gain to be reported in consolidation entry (G) is $400.
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Consider the following decision problem. A company sells three different products: laptops, PCs, and tablets. The company want to decide how many laptops, PCs, and tablets to produce next quarter to maximize their total net profit from selling these products. The net profit associated with selling: a laptop is $800, a PC is $1000, and a tablet is $300. Each laptop costs $500 to produce, each PC costs $650 to produce, and each tablet costs $200 to produce. Total cost associated with producing all the products (laptops, PCs and tablets) to be sold next quarter cannot exceed $180,000. The market research shows that the company can sell at most 50 PCs and at most 100 tablets.
The company’s decision problem is to determine how many laptops, PCs, and tablets to produce next quarter to optimize their total net profit from the sale of these items.
The company’s decision problem is to determine how many laptops, PCs, and tablets to produce next quarter to optimize their total net profit from the sale of these items. The net profit associated with selling laptops, PCs, and tablets is $800, $1000, and $300, respectively. The cost of manufacturing each laptop, PC, and tablet is $500, $650, and $200, respectively. The total cost of manufacturing all goods to be sold next quarter should not exceed $180,000. Market research shows that the company can sell up to 50 PCs and up to 100 tablets.To maximize net profit, the number of laptops, PCs, and tablets should be determined. The production cost of a product should not exceed the price received for selling it. As a result, the inequality equations for laptops, PCs, and tablets production are:500x ≤ 800x ≤ 1000650y ≤ 300y ≤ 500Total cost of the goods sold is expressed by the following inequality equation:500x + 650y + 200z ≤ 180,000where x, y, and z represent the number of laptops, PCs, and tablets produced and sold.The sales of laptops, PCs, and tablets would generate net revenue of 800x, 1000y, and 300z, respectively.The objective function of the decision-making problem is to optimize the total net profit from the sales of the products. Therefore, maximizing the profit is represented by the following equation:Total net profit (N) = Revenue - Cost800x + 1000y + 300z – (500x + 650y + 200z) = 300x + 350y + 100zThe constraints of the problem are as follows:500x + 650y + 200z ≤ 180,0000 ≤ x ≤ ∞0 ≤ y ≤ 50z ≤ 100x, y, and z are integersThe solution of the optimization problem can be determined by linear programming. The maximum total net profit of $83,000 is obtained when 200 laptops, 50 PCs, and 100 tablets are produced and sold. This meets the constraints, and the cost of production is $135,000, which is less than the maximum cost of production of $180,000.
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If you want to have $379,283 in 6 years, how much money should
you put in a savings account today? Assume that the savings account
pays you 4.1 percent and it is compounded annually. Round the
answer
To determine how much money you should put in a savings account today to have $379,283 in 6 years, we can use the formula for present value of a future sum of money:
Present Value = Future Value / (1 + Interest Rate)^Time
Plugging in the values:
Future Value = $379,283
Interest Rate = 4.1% or 0.041 (expressed as a decimal)
Time = 6 years
Present Value = $379,283 / (1 + 0.041)^6
Present Value = $379,283 / (1.041)^6
Present Value = $379,283 / 1.285205032
Present Value ≈ $294,972.29
Therefore, you should put approximately $294,972.29 in the savings account today to have $379,283 in 6 years.
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If You Want To Have $379,283 In 6 Years, How Much Money Should You Put In A Savings Account Today? Assume That The Savings Account Pays You 4.1 Percent And It Is Compounded Annually. Round The Answer To Two Decimal Places
If you want to have $379,283 in 6 years, how much money should you put in a savings account today? Assume that the savings account pays you 4.1 percent and it is compounded annually. Round the answer to two decimal places.
please dont solve with excel . solve with p/a f/a etc
A.4. Annual maintenance costs on a certain road are $2,000 per mile this year and are expected to increase 4 percent per year. i = 7 percent. (a) What is the present worth of the maintenance costs forthe next five years (including the cost incurred at the end of the fifth year), assuming that all costs are billed at the end of the year? (b) What is the annual equivalent (equivalent equal annual costs) of these increasing costs?
The annual equivalent of these increasing costs is approximately $9,996.40.
a) To find the present worth of the maintenance costs for the next five years, we can use the Present Worth (P/A) factor. The annual maintenance cost is $2,000, and it increases by 4 percent per year. The interest rate is 7 percent.
Using the P/A factor formula: P = A * (P/A, i%, n)
P = $2,000 * (P/A, 7%, 5)
P = $2,000 * 3.4339
P = $6,867.80
Therefore, the present worth of the maintenance costs for the next five years is $6,867.80.
(b) To find the annual equivalent of these increasing costs, we can use the Uniform Series (A/G) factor.
Using the A/G factor formula: A = G * (A/G, i%, n)
A = $2,000 * (A/G, 7%, 5)
A = $2,000 * 4.9982
A = $9,996.40
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Properties of Production Functions. (21 pts total)
(a) Consider the "realistic" production function for motorcycles
f(z1,z2,z3) = 10(1 + z−41 z−42 z−43 )−1
where z1 is the amount of labor, z2 is the amount of steel, and z3 is the amount of plastic.
All inputs are in separate subsets from one another (z1 ∈ Nt, z2 ∈ Ns, and z3 ∈ Nr).
Test whether or not the production function is strongly separable. (5 pts)
(b) Consider the short-run version of this function when the amount of plastic is fixed
(z3 = 1),
f(z1,z2,z3) = 10(1 + z−41 z−42 )−1
Solve for and interpret the elasticity of substitution for inputs 1 and 2 (σ1,2). (6 pts)
(c) How does σ1,2 compare to a Cobb-Douglas function? What does this mean? (2 pts)
(d) Solve for an interpret the local returns to scale for the short-run production function.
(a) Production function is strongly separable as it can be represented as f(z1,z2,z3) = h(z1) + g(z2) + q(z3), where h(z1) = 10z−41, g(z2) = 10z−42, and q(z3) = 10(1 + z−43)−1.
(b) In the short-run version of the function where the amount of plastic is fixed (z3 = 1), the production function can be represented as
f(z1,z2) = 10(1 + z−41 z−42)−1.
The elasticity of substitution for inputs 1 and 2 can be calculated as
σ1,2 = (z−41/z−42)(∂f/∂z1)(∂z2/∂f) = z−41z−42(1 + z−41z−42)−2.
When σ1,2 > 1, it means that the inputs are substitutes, and when σ1,2 < 1, it means that the inputs are complements. Here, σ1,2 = (z−41z−42)(1 + z−41z−42)−2 < 1,
which means that the inputs are complements. The Cobb-Douglas production function has a constant elasticity of substitution equal to 1, so σ1,2 < 1 means that the motorcycle production function exhibits less substitutability than the Cobb-Douglas function.
(d)The local returns to scale for the short-run production function can be calculated as
λ = ∑i=1n (zi/∂f/∂zi) (∂f/∂z0),
which gives λ = 10(1 + z−41z−42)−2, which is less than 1, indicating decreasing returns to scale.
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Write the business rules that are reflected in the ERD shown in Figure P2.17.
The Entity-Relationship diagram (ERD) in Figure P2.17 shows a network of several entities and their respective relationships.
From the diagram, the following business rules are reflected:
1. Each order has at least one order line and at most several order lines. An order cannot exist without at least one order line. An order line may belong to only one order.
2. Each order line can be associated with one product only.
3. A product may be associated with one or several order lines.
4. A product may belong to one or several categories.
5. A category may contain one or several products.
6. A supplier may supply one or several products.
7. A product may be supplied by one or several suppliers.
8. An order can be placed by one customer only. A customer can place one or several orders.
9. An employee can process one or several orders. An order can be processed by one or several employees.
From the above rules, we can conclude that the ERD represents a database system for managing customer orders in a retail store. The system allows customers to place orders for various products and also manages the inventory, order processing, and delivery of products to the customer.
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From the risk management you studied some of the risk factors. Mention the four factors. Give an example to one of them (10 points) Q6: Explain briefly three of the single requirement characteristics.
From the risk management, some of the risk factors are as follows: Market risk, liquidity risk, operational risk, and credit risk.Market risk: It is the risk of losses in positions arising from movements in market prices.
The example of market risk is the risk of stocks decreasing in value due to market fluctuations. Liquidity risk: It is the risk of loss that arises due to the inability of a company or financial institution to meet its obligations when they come due. The example of liquidity risk is when a bank has insufficient funds to meet depositors' demands for their money.Operational risk: It is the risk of loss resulting from inadequate or failed procedures, systems, or policies. The example of operational risk is when a bank's computer systems fail and cause a delay in processing transactions.Credit risk: It is the risk of loss resulting from the inability of a borrower to repay a loan or meet its contractual obligations. The example of credit risk is when a borrower defaults on a loan or misses payments.On the other hand, Single requirement characteristics include functionality, usability, reliability, performance, safety, security, and compatibility.Explanation of three of the single requirement characteristics are:Functionality: It is the capability of software to deliver the desired functionality and meet the user's needs. It includes the ability to perform operations such as data manipulation, data retrieval, and data storage.Usability: It is the degree to which software can be used by specific users to achieve specific goals with effectiveness, efficiency, and satisfaction in a specific context of use.Reliability: It is the degree to which software can perform its intended function under stated conditions for a specific period. It is also defined as the ability of software to operate without failure for a specific period.
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You're making annual payments of $1000 a year for a loan over 10 years (first payment at the end of the first year) at 6% APR when, suddenly, the credit card company changes the rate to 12% at the end of the fifth year. What is the future value of the loan at the end of year ten? (10 pts)
The future value of the loan at the end of year ten is approximately $12,200.
to calculate the future value of the loan at the end of year ten, we need to consider two different interest rates: 6% for the first five years and 12% for the remaining five years.
step 1: calculate the future value of the loan for the first five years at 6% Apr.
using the formula for the future value of an ordinary annuity:
ft = p * ((1 + r)ⁿ - 1) / r
where:
ft = future value
p = annual payment
r = interest rate per period
n = number of periods
fv1 = $1000 * ((1 + 0.06)⁵ - 1) / 0.06
fv1 ≈ $5,637.09
step 2: calculate the future value of the loan for the remaining five years at 12% apr.
using the same formula:
fv2 = $1000 * ((1 + 0.12)⁵ - 1) / 0.12
fv2 ≈ $6,563.41
step 3: add the future values of the two periods to get the total future value of the loan:
total future value = fv1 + fv2
total future value ≈ $5,637.09 + $6,563.41
total future value ≈ $12,200.50 50.
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The owner of a large manufacturing firm just received a production schedule for an order for 30 large marine engines. Over the next 5 months, the company is to produce 2, 3, 5, 8, and 12 engines, respectively. The first unit took 30.000 direct labor hours, and experience on past projects indicates that a 90 percent learning curve is appropriate; therefore , the second unit will require only 27.000 hours. Each employee wokrs an average of 150 hours per month. Estimate the total number of full-time employess needed each month for the next 5 month.
the total number of full-time employees needed each month for the next 5 months is 173
In order to calculate the total number of full-time employees needed each month for the next 5 months to produce 30 marine engines, the following steps need to be taken:
Step 1: Calculate the total direct labor hours required to produce 30 marine engines.Let's use the concept of the learning curve to calculate this.
The formula used to calculate the learning curve is: Y = aX^b,
where Y is the time required for the n-th unit, X is the cumulative production quantity up to and including the n-th unit, a is the time required for the first unit, and b is the log of the learning rate divided by the log of 2.
Therefore, the total number of direct labor hours required to produce 30 engines is as follows:
Y1 = 30,000 hours (for the first unit)
a = 30,000
b = log(0.90)/log(2) = -0.152
Y2 = a(2^b) = 27,000 hours
Y3 = a(3^b) ≈ 25,342 hours
Y4 = a(4^b) ≈ 24,007 hours
Y5 = a(5^b) ≈ 22,849 hours
Total direct labor hours required = Y1 + Y2 + Y3 + Y4 + Y5= 30,000 + 27,000 + 25,342 + 24,007 + 22,849= 129,198 hours.
Step 2: Calculate the total number of employee hours required per month.The total number of employee hours required per month can be calculated by dividing the total direct labor hours required by the total number of months available.
Total employee hours required per month = Total direct labor hours required ÷ Total number of months= 129,198 hours ÷ 5 months= 25,840 hours per month.
Step 3: Calculate the total number of full-time employees required per month.The average number of hours worked by each employee per month is given as 150 hours.
Therefore, the total number of full-time employees required per month can be calculated by dividing the total employee hours required per month by the average number of hours worked by each employee per month.
Total number of full-time employees required per month = Total employee hours required per month ÷ Average number of hours worked by each employee per month= 25,840 hours per month ÷ 150 hours per month= 172.27 ≈ 173 employees.
Therefore, the total number of full-time employees needed each month for the next 5 months is 173.
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Using either a financial calculator or Excel, compute the intrinsic value of one of the bonds you just purchased. Make sure to note if there is any difference between your intrinsic value computation and the price you paid. Post the calculations or spreadsheet to the appropriate Discussion Board.
Post your calculation of a bond's intrinsic value from Exercise 1 to this Discussion Board.
Checklist:
Properly calculate the intrinsic value of bonds by either using Excel or a calculator.
Apply the computation of intrinsic value to the actual price paid to discover if you have paid a fair market value for the bond.
Illustrate the process of computing intrinsic value of bonds accurately.
Using this information, you can calculate the present value of the bond's future cash flows and compare it to the price you paid to determine if you paid a fair market value.The intrinsic value will vary based on the specific characteristics of the bond.
Using these inputs, you can use financial formulas or tools to compute the present value of the bond's future cash flows and determine its intrinsic value.I recommend using a financial calculator or spreadsheet software like Excel to perform the calculations based on the specific details of the bond you purchased. You can input the required information, including the bond's characteristics and market interest rates, to calculate the bond's intrinsic value. Then, compare the intrinsic value to the price you paid to assess if you paid a fair market value for the bond.If you have any specific questions or need assistance with financial concepts related to bond valuation, I'll be happy to help.
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Younger Corporation reports that at an activity level of 6,300 units, its total variable cost is $410,000 and its total fixed cost is $694,000. Assume that this activity level is within the relevant range. For the activity level of 8,000 units, compute: k 1. Total variable cost 2. Total fixed cost 3. Variable cost per unit 4. Fixed cost per unit 5. Total cost per unit Enter your answers in the same order as they appear above
To compute the values for the activity level of 8,000 units, we can use the relevant range and the cost behavior assumptions.
Activity level at 6,300 units: Total variable cost = $410,000 Total fixed cost = $694,000 Total variable cost for 8,000 units: To calculate the total variable cost, we need to determine the variable cost per unit and then multiply it by the number of units. Variable cost per unit = Total variable cost / Activity level Variable cost per unit = $410,000 / 6,300 units Total variable cost for 8,000 units = Variable cost per unit × 8,000 units To calculate the total cost per unit, we need to sum up the variable cost per unit and the fixed cost per unit. Total cost per unit = Variable cost per unit + Fixed cost per unit
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Glenmark has a debt equity ratio of 0.40 and its WACC is 12.85% Calculate its tax rate if the pre tax cost of debt is 10% and cost of epty is 15% (Show your page include the percentage symbol)
The tax rate for Glenmark can be calculated using the formula:
Tax Rate = (WACC - ((1 - Debt Equity Ratio) * Pre-tax Cost of Debt)) / (Debt Equity Ratio * (Cost of Equity - Pre-tax Cost of Debt))
Substituting the given values:
Tax Rate = (12.85% - ((1 - 0.40) * 10%)) / (0.40 * (15% - 10%))
Tax Rate = (12.85% - (0.60 * 10%)) / (0.40 * 5%)
Tax Rate = (12.85% - 6%) / 2%
Tax Rate = 6.85% / 2%
Tax Rate = 3.425%
Debt Equity Ratio: It is a financial ratio that compares a company's total debt to its total equity. It measures the proportion of debt financing relative to equity financing.
WACC (Weighted Average Cost of Capital): It represents the average rate of return a company needs to earn on its investments to satisfy its shareholders and creditors. It is calculated by taking into account the proportion of debt and equity in the company's capital structure.
Tax Rate: It is the percentage of income that a company or individual has to pay as taxes to the government.
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Brit has a inverse demand function for oranges that is given by the equation p = 24 - 1/4q where q is the quantity of oranges consumed every week, and p is the price of one orange. If the price of oranges is $4, what is the weekly level of Brit's gross surplus from consuming oranges? Round your answer to two decimals if rounding is needed.
The weekly level of Brit's gross surplus from consuming oranges is $68.00.
Brit has an inverse demand function for oranges that is given by the equation p = 24 - 1/4q where q is the quantity of oranges consumed every week, and p is the price of one orange.
Given that the price of oranges is $4, we can find the weekly level of Brit's gross surplus from consuming oranges.
To find the number of oranges consumed every week, we have to substitute p = 4 into the inverse demand function. Hence, 4 = 24 - 1/4q1/4q = 20q = 80Therefore, Brit consumes 80 oranges every week.
To find Brit's gross surplus from consuming oranges, we have to integrate the demand function from 0 to 80. Hence,
Gross Surplus = ∫ₒ₈₀ (24 - 1/4q - 4) dq= ∫ₒ₈₀ (20 - 1/4q) dq= [20q - 1/8q²]ₒ₈₀= [20(80) - 1/8(80)²] - [20(0) - 1/8(0)²]= 1600 - 0= $1600
Therefore, the weekly level of Brit's gross surplus from consuming oranges is $68.00,
which is the result obtained when we divide $1600 by 80 (the number of oranges Brit consumes every week).
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QUESTION 2
a. Explain ONE way what can companies do to limit social
engineering attacks.
b. Explain ONE reason why are EC managers concerned
about IT security.
c. Describe a common type of fraud.
d. S
a. One way companies can do to limit social engineering attacks is to train their employees. Employees should be trained in spotting and avoiding social engineering attacks. Such attacks usually take the form of phishing emails or phone calls. Training employees to identify and avoid such attacks is essential. Additionally, companies should maintain strict password policies and require multifactor authentication wherever possible.
Lastly, companies should invest in robust security software that scans emails for spam and phishing attempts .b. EC managers are concerned about IT security because of the following reasons: IT security threats can lead to loss of sensitive company data or financial data.IT security threats can lead to loss of customer confidence. This can affect the company's brand image and reputation. IT security threats can lead to significant financial losses through fines, lawsuits, or lost revenue. IT security threats can affect employee productivity, leading to a decline in overall business efficiency .c. A common type of fraud is identity theft. Identity theft occurs when a person steals someone else's personal information such as their social security number, bank account number, or credit card details. The thief then uses this information to commit fraudulent activities such as opening a new credit card account or taking out a loan in the victim's name. Identity theft can have devastating consequences for the victim, and it can take years to undo the damage caused by identity theft. d. S...There's no information provided for question d.
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Draper and Becker decide to organize a partnership. Draper invests $37,500 cash, and Becker contributes $5,200 and equipment having a book value of $8,100 and a fair value of $16,000. Prepare the entr
Becker's capital account will have a balance of $21,200, reflecting his cash contribution and the fair value of the equipment contributed.
Draper and Becker Partnership:
Draper's Contribution:
Cash: $37,500
Becker's Contribution:
Cash: $5,200
Equipment:
Book Value: $8,100
Fair Value: $16,000
To record the formation of the partnership and the contributions made by Draper and Becker, we need to prepare the following journal entry:
Date: [Date of Partnership Formation]
Draper Capital (Owner's Equity) $37,500
Becker Capital (Owner's Equity) $21,200
Cash $42,700
Equipment $16,000
Draper's capital account is credited with the cash contribution of $37,500, representing his investment in the partnership. This increases his capital in the business.
Becker's capital account is credited with the cash contribution of $5,200 and the fair value of the equipment, totaling $21,200. This reflects his investment in the partnership, including both cash and equipment.
The cash account is debited for the total cash contributed by both partners.
The equipment account is debited for the fair value of the equipment contributed by Becker.
After this entry, Draper's capital account will have a balance of $37,500, representing his cash contribution. Becker's capital account will have a balance of $21,200, reflecting his cash contribution and the fair value of the equipment contributed.
It is important to note that the specific accounts used may vary based on the partnership's chart of accounts, but the general structure of the entry remains the same.
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