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cricket20 [7]
2 years ago
9

Suppose the equilibrium aggregate price level and real GDP are rising. This is probably the effect of a(n) _____ in aggregate __

___. decrease; demand decrease; supply increase; demand increase; supply
Business
1 answer:
mixer [17]2 years ago
4 0

Suppose the equilibrium aggregate price level and the equilibrium level of real GDP are both rising. This is probably the effect of a increase in aggregate demand.

<h3>What is aggregate demand?</h3>

The entire demand for these products and services during the given time period is represented by aggregate demand. Because aggregate demand and gross domestic product (GDP) are determined in the same way, they eventually balance each other out. As a result, changes in aggregate demand and GDP are correlated.

The relationship between the price level and all of the expenditure that individuals, businesses, the government, and other nations are willing to make at each price level is represented graphically by aggregate demand. That should sound familiar if it does. The elements that make up aggregate demand are the same elements that make up real GDP when utilizing the expenditures method:

  • Consumption
  • Investments
  • Federal spending
  • Gross exports

Hence, when both the equilibrium level of real GDP and the equilibrium level of aggregate prices are increasing. This is most likely the result of rising aggregate demand.

To know more about aggregate demand refer to: brainly.com/question/3331860

#SPJ4

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Answer:

E(X) =\sum_{i=1}^n X_i P(X_i)

Replacing the values that we have:

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And solving for a we got:

1.84 = a

So then the premium value for the insurance on this case should be 1840 dollars.

Explanation:

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We assume that the premium clase charge and amount of a to the company and we know from the info given that:

p(X=a) = 1-0.02 = 0.98

p(X = a-42) = 0.02

E(X) = 1 represent the expected gain in thousand of dollars

The expected value of a random variable X is the n-th moment about zero of a probability density function f(x) if X is continuous, or the weighted average for a discrete probability distribution, if X is discrete.

And using the definition for a discrete random variable we know that :

E(X) =\sum_{i=1}^n X_i P(X_i)

Replacing the values that we have:

1 = 0.98*a + 0.02(a-42) = 0.98a +0.02a -0.84

And solving for a we got:

1.84 = a

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Answer:

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b. Calculation of break-even time

Note: See the attached excel file for the computation of the cumulative present value of inflow (outflow).

In the attached excel, the present value (PV) factor is calculated using the following formula:

PV factor = 1/(1 + r)^n ............................... (1)

Where;

r = interest rate = 15%

n = a particular year from 1 to 5.

Break even time can be described as the amount of time that is needed for both the discounted cash flows and the initial cost of a project to be equal.

The break-even time is calculated using the following formula:

Break-even time = X + (Y / Z) .................... (2)    

X = Last year with a negative cumulative cash flow = 3

Y = Absolute value of cumulative cash flow at the end of period X = $8,821.32

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Download xlsx
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Answer:

The question is incomplete. Missing Portion is written as bold in explanation.

Explanation:

Required:

1. Prepare journal entries to record the transactions given above.

2. Prepare T-accounts for Manufacturing Overhead and Work in Process. Post the relevant transactions from above to each account. Compute the ending balance in each account, assuming that Work in Process has a beginning balance of $37,000.

Account                                                   Dr                      Cr

1.Raw materials                                     209000

Account payable-Liability                                             209000

The Materials are purchased in credit.

2. Work In Process                               152000

Manufacturing Overhead                     38000

Raw materials                                                               190000

Entry for Materials used in Production.

3.  Work In Process                               48000

Manufacturing Overhead                      22000            

Salaries payable                                                           70000

4.Manufacturing Overhead                   104000            

Depreciation                                                                 104000

5. Manufacturing Overhead                  131000                      

Account payable                                                                 131000

6.Work In Process                                686700     ( 9 x 76300= 686700)

Manufacturing Overhead                                                  686700

7.Finished Goods                                      512000

Work In Process                                                                   512000                      

8.Cost of goods sold                                   449000

Finished Goods                                                                    449000

Accounts Receivable                                  547780

Sales Revenue                                                                     547780

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2. T-accounts for Manufacturing Overhead and Work in Process.

                Manufacturing overhead

                  Dr                                   Cr

             22000                             686700  

              38000

              104000

    <u>          131000                                                       </u>

Ending balance                             391700 - Favorable          

                           Work In process

                                   Dr                                Cr

beginning bal.        37000                            

                                152000                        

                                48000                            512000

    <u>                            686700                                                      </u>

Ending balance       411700        

     

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