What is true about the angles in the diagram shown below? A D E (31) The value of x is B C Enter the correct answers in the boxes.​

Answer:

I answered your duplicate question. Make sure to check out the answer, and I hope it helps!

The total number of condensed milk required is 8/3=2 2/3.

The total number of pan is 4

The condensed milk required for each pan is 2/3

The pieces of a whole are how fractions are described in mathematics. One or more objects may make up the whole. When we cut a piece of pizza in real life from the entire pizza, the part represents the percent of the pizza.

The total number of condensed milk is 4.  2/3=  8/3

For first pan let the measuring cup is 1/4  then the condensed milk is measured as

1/4  .  2/3  =1/6    

For second pan let the measuring cup is 1/2  , then the condensed milk is measured as

1/2  .  2/3  =    1/3

Hence the total number of condensed milk required is 2 2/3.

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Answer:

C

Step-by-step explanation:

Answers

P(U and V) = 0

P(U or V) = 0.67

========================================

Explanation:

P(U and V) = 0 since U and V are mutually exclusive. Such events cannot happen at the same time. Example: flipping a coin to get heads and tails at the same time.

-------

P(U or V) = P(U) + P(V) - P(U and V)

P(U or V) = 0.29 + 0.38 - 0

P(U or V) = 0.67

-------

I'm not sure about P(UV) since there doesn't seem to be enough information. Does your teacher mention if the events are independent or not?

The present value of the annual revenue of $71,000 for seven years at 8.75% is $360,357.02

The present value represents the discounted value of future cash flows over a period.

The present value can be computed using the PV table, formula, or an online finance calculator, as follows:

N (# of periods) = 7 years

I/Y (Interest per year) = 8.75%

PMT (Periodic Payment) = $71,000

FV (Future Value) = $633,642.98 ($497,000 + $136,642.98)

Results:

Present Value (PV) = $360,357.02

Sum of all periodic payments = $497,000 ($71,000 x 7)

Total Interest $136,642.98

Thus, the present value of the annual revenue of $71,000 for seven years at 8.75% is $360,357.02

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The expression (128 + 32) when rewritten using factoring is 4(32 + 8)

The expression in the question s given as

(128 + 32)

Express the numbers 128 and 32 as the product of their factors

i.e. we factor out 4 from the expression

So, we have

(128 + 32) = (4 * 32 + 4 * 8)

Next, we factor out the common factor (i.e. 4) from the expression

So, we have

(128 + 32) = 4 * (32 + 8)

Rewrite the above expression as follows

(128 + 32) = 4(32 + 8)

Hence, the expression (128 + 32) when rewritten using factoring is 4(32 + 8)

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The function f(d) that models this discount on an item that costs d dollars is f(d) = d - 15

The given parameters are

Discount = $15

Value = d

The function f(d) that models this discount on an item that costs d dollars is

f(d) = Value - Discount

This gives

f(d) = d - 15

Hence, the function f(d) that models this discount on an item that costs d dollars is f(d) = d - 15

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Answer:

4 m/s

Step-by-step explanation:

This is just a simple ratio question

35N=7M/s

20=Xm/s

We see that 7 is 1/5 of 35

20 is 4/7 of 35

4/7 of 7 is 4

It is very less possibilities that the first half of the terms are either all 0's or all 1's.

According to the question, the probability to toss the coins which are marked as 0 or 1 is: 2

And the getting favorable outcomes that is 0 or 1: 1

Therefore, the probability for the given possibility is written as:

P(A) = n(A)/n(S) = 1/2

Hence, for infinite times, it is the half of the possibilities that the first half is either 0 or 1.

What is probability?

Probability can be defined as the outcomes which can be predicted or which can be calculated. It is the ratio of the total number of the favored outcomes to the total number events. The value of the probability is always less than1.

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The minimum score needed on the fourth test to get a B grade for the course is; 153 points.

It follows from the task content that the first 3 tests attract 100 points each while the fourth test attracts 200 points. On this note, it follows that the total number of points attainable is; 500 points.

To get 80%, one must get; (80/100) × 500 = 400 points.

Hence, the minimum score needed on the fourth test to get a B is; 400 - 79 - 77 - 91 = 153 points.

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Answer:

63

Step-by-step explanation:

Aryl has to return $8484.944 after 6 years

Simple interest is interest that is only based on the borrowed or deposited principal. The principal payment is multiplied by the interest rate, and the time factor is then included. Due to the fact that simple interest does not compound over time, investments grow more slowly.

P = $5876

R = 7.4 %

T = 6 years

S I =  P x R x T / 100

       = 5876 x 7.4 x 6 / 100

       = $2608.944

amount to be paid = 5876 + 2608.944

                               = $8484.944

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Answer:

the number is 5

Step-by-step explanation:

let the number be x

4*(x)+-7=3+2x

4x-7=3+2x

2x=10

x=5

The quadratic equation that passes through points (1/2, 9/16) (1,9/2) (-1, 11/2) are 1/2 = 81 a/256 - 9b/16 + c  ,9/2= a + b + c  and 11/2 = -a - b + c    .

Any equation containing one term in which the unknown is squared and no term in which it is raised to a higher power. The quadratic formula to solve a quadratic equation ax2 + bx + c = 0 is x = [-b ± √(b2 - 4ac)]/2a.

Given:

The given points are

(1/2, 9/16) (1,9/2) (-1, 11/2)

According to given question we have

We know the basic quadratic equation are

[tex]y = ax^{2} + bx + c[/tex]

We have 3 points we can plug in for (x, y) to create 3 simultaneous equations

The equation are at the points

1. (1/2, 9/16)

1/2 = 81 a/256 - 9b/16 + c  

The equation are at the points

2. (1,9/2)

9/2= a + b + c  

The equation are at the points

3.  (-1, 11/2)

11/2 = -a - b + c      

Therefore, the quadratic equation that passes through points (1/2, 9/16) (1,9/2) (-1, 11/2) are 1/2 = 81 a/256 - 9b/16 + c  ,9/2= a + b + c  and 11/2 = -a - b + c    .

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Answer:

a. write an expression Melanie can use to determine her bank account balance after paying these bills and receiving money from her sister

The number of people that must attend for him to break even

is 240.

Given that the owner charges $7 per ticket, every customer receives a brochure that costs the owner $2 for each person and the owner must pay his band $1200.

We are required to find the people must attend for him to break-even.

Break even point is the point at which there is not any profits or losses.

We have to first form the equation for the break even.

Suppose the number of people be x.

Cost to the owner will be 1200+2x.

Revenue will be 7x.

Break even point will be at the point where 7x=1200+2x

7x-2x=1200

5x=1200

x=240

Hence the number of people that must attend for him to break even

is 240.

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Question is incomplete. It should include the following line:

Calculate the break even level for the owner of local concert hall.

The correct response is D. Janelle buys twice as many pounds of meat as pounds of vegetables.

The number 6 in the equation indicates the number of pounds of meat that Janelle purchases, and the number 3 represents the number of pounds of veggies that she purchases.

This is because in the above equation, x is the cost per pound of meat and y is the cost per pound of vegetables. So it stands to reason that Janelle purchases twice as much meat as veggies.

Choice A is erroneous because x, which is used to indicate the price per pound of beef, might not be equal to 6. Choices B and C are erroneous because it is impossible to predict how many pounds of meat and produce Janelle could purchase without knowing the values of x and y.

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Answer:Ok i will help you out

-11/4n - 1/8

Step-by-step explanation:

Cause yes and most likely is it

Source: Trust me + I did the math(dunno correct) just try tho

The solution to the equation (1/4)(12x - 5.6) = 0.5(3x + 0.7) gives the result x = 7/6

An equation is an expression that shows the relationship between two or more numbers and variables.

Given the equation:

(1/4)(12x - 5.6) = 0.5(3x + 0.7)

Opening the bracket gives:

3x - 1.4 = 1.5x + 0.35

x = 7/6

The solution to the equation (1/4)(12x - 5.6) = 0.5(3x + 0.7) gives the result x = 7/6

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y=1/2x-13/2 is equation of the line that satisfies the given conditions. Through (1, −6) and parallel to the line x + 2y = 6

y=mx+c

where m is the slope.

Firstly we need to find the slope of the line  x - 2y = 6 by using slope intercept form, y=mx+c.

-2y=6-x

2y=x-6

y=1/2 x-6

m=1/2 slope of the line  x - 2y = 6.

For parallel lines slope will be same.

Now Use y = mx + b and the point (1,-6) to find b, the y-intercept.

-6= (1/2)*1 + b

-6-1/2=b

-13/2=b

y=1/2x-13/2 is the equation of line.

Therefore y=1/2x-13/2 is the line parallel to x + 2y = 6.

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The correct option a. No, because the probabilities P(E) and P(F) add up to more than 1.

For the given condition;

P(E) = P(F) = 0.7

the sum of both will be.

P(E) + P(F) = 1.4

But, we know that probability can never be more than 1.

Thus, there must be some elements which are common in both sets, which makes the set disjoint.

Thus, events E and F are not disjoint events.

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Step-by-step explanation:

She has 4 bookshelves and each one has 9 which makes

4x9 = 36

If she has two friends and they both take 3

2x3=6

how many books left?

36-6=30

which is

30/36 simplified is 5/6. Hope this helped you! :)

Answer: 4

Step-by-step explanation:

f(x)=|x-5|

g(x)=-x-5

f(g(-6))=

f(-(-6)-5)=

f(6-5)=

f(1)=

|1-5|=

|-4|=4

Answer:

0

Step-by-step explanation:

We just add left to right:

- 5 and -7 is -12

-12 plus 12 is 0.

The  predetermined overhead rate is $0.75, the balance in work for august is $61000. the direct material cost is $19000 and the applied overload is $18000

A. The predetermined overhead calculation

The formula = manufacturing overhead / direct labor

= 90000 / 120000

= 0.75

b. The balance in work sheet

Direct materials used 75,000 + Direct labor 120,000 + Balance, August 1 $ 41,000 + Manufacturing overhead applied (based on direct labor cost) 90,000

= $326,000

58,000 +  65,000 + 74,500 +  67,500 = 265000

The balance at the end of August = 326000 - 265000

= 61000 dollars

c. Applied overload = 0.75 x 24000

= 180000

direct material cost = 61000 - 24000 - 18000

= $19000

The summary of the solution is that the  predetermined overhead rate is $0.75, the balance in work for august is $61000. the direct material cost is $19000 and the applied overload is $18000

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