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shusha [124]
3 years ago
13

When current output is greater than potential output, which of the given monetary policies is the Federal Reserve (the Fed) like

ly to enact
Business
1 answer:
choli [55]3 years ago
7 0

When the current output is more than the potential output the fed is likely to enact decreasing reserves to increase interest rates.

The reason why they would have to do this is based on the fact that when the actual output in the economy is more than the potential output, It means that there is an inflationary gap.

In order to close this gap, the fed would have to reduce the aggregate demand, thereby raising the rate of interest. This would in turn lead to the fall in consumption and fall in saving.

Read more on brainly.com/question/11417698?referrer=searchResults

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A firm has the balance sheet accounts, Common Stock and Paid-in Capital in Excess of Par, with values of $40,000 and $500,000, r
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Answer:

$13.50/share

Explanation:

500000/40000=12.5$

was purchased for 1$

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$13.50/share

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What is VAT number?why we need this?
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The reduction in principle of the 13th payment is 50% larger than the reduction in principle of the 5th payment. What is the tot
BigorU [14]

Complete Question:

A 20-year level repayment of a loan of 1000 has been scheduled. Recall that in such scenarios, as time progresses the reduction in principal part of each payment increases as the interest part of each payment decreases. The reduction in principle of the 13th payment is 50% larger than the reduction in principal of the 5th payment. What is the total amount of interest paid on the loan?

Answer:

At an assumed interest rate of 6%, the Total Interest on the Loan is:

= $743.69

Explanation:

a) Data and Calculations:

Amount of loan = $1,000

Period of loan = 20 years

Assumed interest rate = 6%

Loan Amount  1000

Loan Term  

20  years  0  months

Interest Rate  6

Compound  

Annually (APY)

Pay Back  Every Year

Results:

Payment Every Year   $87.18

Total of 20 Payments   $1,743.69

Total Interest   $743.69

View Amortization Table

Principal 57%

Interest 43%

Amortization Schedule

  Beginning       Interest     Principal     Ending

        Balance                                              Balance

1      $1,000.00        $60.00       $27.18       $972.82

2       $972.82  $58.37      $28.82       $944.00

3       $944.00 $56.64       $30.54       $913.46

4       $913.46         $54.81       $32.38       $881.08

5       $881.08        $52.86       $34.32       $846.76

6      $846.76          $50.81       $36.38       $810.38

7       $810.38          $48.62       $38.56       $771.82

8       $771.82          $46.31       $40.88       $730.94

9      $730.94         $43.86       $43.33       $687.61

10     $687.61          $41.26       $45.93       $641.69

11      $641.69         $38.50       $48.68       $593.00

12    $593.00        $35.58   $51.60      $541.40

13     $541.40        $32.48 $54.70 $486.70

14    $486.70        $29.20 $57.98 $428.71

15    $428.71         $25.72 $61.46 $367.25

16    $367.25        $22.04 $65.15 $302.10

17    $302.10           $18.13 $69.06 $233.05

18   $233.05          $13.98 $73.20 $159.84

19    $159.84          $9.59 $77.59 $82.25

20    $82.25           $4.93 $82.25 $0.00

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For each of the following, compute the future value (Do not round intermediate calculations and round your final answers to 2 de
snow_lady [41]

Explanation:

The computation of the future value is shown below:

As we know that

Future value = Present value × (1 + interest rate)^number of years

In the first case,

Future value = $2,050 × (1 + 0.12)^12

                     = $2,050 × 3.895975993

                     = $7,986.75

In the second case,

Future value = $8,352 × (1 + 0.10)^6

                     = $8,352 × 1.771561

                     = $14,796.08

In the third case,

Future value =  $72,355× (1 + 0.11)^13

                     = $72,355 × 3.883280163

                     = $280,974.74

In the fourth case,

Future value = $179,796 × (1 + 0.07)^7

                     = $179,796 × 1.605781476

                     = $288,713.09

4 0
3 years ago
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