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Marta_Voda [28]
4 years ago
6

The average-marginal rule states: a. when the marginal magnitude is rising, the average magnitude must also be rising. b. when t

he marginal magnitude is falling, the average magnitude must also be falling. c. when the marginal magnitude is below the average magnitude, the average magnitude falls. d. when the average magnitude rises, the marginal magnitude falls. e. a and b
Business
1 answer:
lozanna [386]4 years ago
5 0

Answer:

The correct answer is letter "C": when the marginal magnitude is below the average magnitude, the average magnitude falls.

Explanation:

The average-marginal value is an Arithmetic rule implemented in Economics that states that when the marginal value is above the average value, the average value tends to rise, In case the marginal value is below the average value, the average value tends to fall. The average value remains the same when it is equal to the marginal value.

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2 years ago
Which are the four longest standing departments in the federal bureaucracy?
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4 0
3 years ago
On January 1, 2018, Splash City issues $340,000 of 9% bonds, due in 20 years, with interest payable semiannually on June 30 and
3241004551 [841]

Answer:

Splash City

1. 1. The first three rows of an amortization table.

Date           Cash Paid   Interest Expense    Decrease in     Carrying Value

                                                                    Carrying Value

1/1/18          $0                                                                              $373,648

6/30/18      $15,300            $14,946                 $354                   373,294

12/31/18      $15,300              14,932                   368                   372,926

2. Journal Entries:

January 1, 2018L:

Debit Cash $373,648

Credit 9% Bonds Payable $340,000

Credit Bonds Premium $33,648

To record the proceeds from the bond issue, including the premium.

June 30, 2018:

Debit Interest Expense $14,946

Debit Amortization of Bonds Premium $354

Credit Cash $15,300

To record the first semiannual interest payment.

December 31, 2018:

Debit Interest Expense $14,932

Debit Amortization of Bonds Premium $368

Credit Cash $15,300

To record the second semiannual interest payment.

Explanation:

a) Data and Calculations:

January 1, 2018:

Face value of 9% bonds issued = $340,000

Proceeds from issue of bonds =     373,648

Premium on issue of bonds =         $33,648

Coupon Interest rate = 9%

Payment = Semiannually on June 30 and December 31

Market interest rate = 8%

June 30:

Interest expense = $14,946 ($373,648 * 4%)

Cash payment =       15,300 ($340,000 * 4.5%)

Amortized premium   $354

Fair value of bonds = $373,294 ($373,648 - $354)

December 31:

Interest expense = $14,932 ($373,294 * 4%)

Cash payment =       15,300 ($340,000 * 4.5%)

Amortized premium   $368

Fair value of bonds = $372,926 ($373,294 - $368)

4 0
3 years ago
Sheridan Corp. had total variable costs of $224,200, total fixed costs of $143,500, and total revenues of $380,000. Compute the
Ira Lisetskai [31]

Answer:

$350,000

Explanation:

Computation for the required sales in dollars to break even.

First step is to calculate the Contribution margin

Revenues $380,000

less Variable costs $224,200

Contribution margin $155,800

Contribution margin ratio = 155,800 / 380,000= 41%

Break even sales in dollars = Total fixed costs / CM Ratio = $143,500/ 41% = $350,000

Therefore the required sales in dollars to break

even is $350,000

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3 years ago
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