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Scilla [17]
3 years ago
7

Excerpts from Huckabee Company's December 31, 2018 and 2017, financial statements are presented below: 2018 2017 Accounts receiv

able $ 80,000 $ 72,000 Merchandise inventory 58,000 72,000 Net sales 400,000 372,000 Cost of goods sold 240,000 220,000 Huckabee's 2018 average collection period (rounded) is:
Business
1 answer:
ICE Princess25 [194]3 years ago
5 0

Answer:

The Huckabee's 2018 average collection period (rounded) is 5 times

Explanation:

To find out the average collection period for Huckabee's 2018, we have to use the formula of the average collection period which is presented below:

Average collection period = Net credit sales ÷ Average accounts receivable

where,

Net credit sale is $400,000

And, the average accounts receivable is calculated by applying the equation which is shown below:

= (2017 accounts receivable + 2018 accounts receivable) ÷ 2

=  ( $72,000 + $80,000 ) ÷ 2

= $76,000

Now apply the above values to the formula

So, the answer would be equal to

= $400,000 ÷ $76,000

= 5.26 times

The other things like opening balance of merchandise inventory and cost of goods and  the ending balance of merchandise inventory and cost of goods is irrelevant. Thus, it is not to be considered.

Hence, Huckabee's 2018 average collection period (rounded) is 5 times

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On the first day of its fiscal year, Chin Company issued $10,000,000 of five-year, 7% bonds to finance its operations of produci
Orlov [11]

Answer:

Chin Company

Journal Entries

1. Issuance of the bonds:

Debit Cash $9,594,415

Debit Bond Discounts $405,585

Credit Bonds Liability $10,000,000

To record the issuance of the bonds at a discount.

2. June 30:

Debit Bond Interest Expense $383,777

Credit Cash $350,000

Credit Amortization of Bond Discount $33,777

To record the first interest payment and amortization of bond discount.

3. December 31:

Debit Bond Interest Expense $385,128

Credit Cash $350,000

Credit Amortization of Bond Discount $35,128

To record the second interest payment and amortization of bond discount.

b. The amount of the bond interest expense for the first year:

June 30: Bonds' Interest expense = $383,777

Dec. 31: Bonds' Interest expense = $385,128

Total bond interest expense for the first year = $768,905

c. Chin Company was able to issue the bonds for only $9,594,415 rather than for the face amount of $10,000,000 because the bonds were issued at a discount and not face value.  Bonds can be issued at face value, discount, or premium, depending on the prevailing investor's sentiments and the attractiveness of the bonds to investors.

Explanation:

a) Data and Calculations

Face value of bonds = $10 million

Discounted value (Cash receipt) = $9,594,415

Total amount of discount = $405,585

Bond's interest rate = 7%

Market yield = 8%

Bond maturity period = 5 years

Payment period = semiannually

Issuance of the bonds:

Cash $9,594,415 Bond Discounts $405,585 Bonds Liability $10,000,000

June 30:

Cash payment for interest = $350,000 ($10,000,000 * 3.5%)

Bonds' Interest expense = $383,777 ($9,594,415 * 4%)

Amortization of bond discount = $33,777 ($383,777 - $350,000)

Bond book value = $9,628,192 ($9,594,415 + $33,777)

December 31:

Cash payment for interest = $350,000 ($10,000,000 * 3.5%)

Bonds' Interest expense = $385,128 ($9,628,192 * 4%)

Amortization of bond discount = $35,128 ( $385,128 - $350,000)

Bond book value = $9,663,410 ($9,628,192 + $35,218)

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Suppose that actual inflation is 3 percent, the Fed's inflation target is 2 percentage points, and unemployment rate is 3 percen
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The government would set its targeted interest at 6.5%

Based on the Taylor's rule

R = π + A + 0.5(A-A*) + 0.5

This is the formula that helps to get the output gap

<u>Definition of terms</u>

R is the nominal federal funds rate

π is the real rate of federal funds = 2%

A is the rate of inflation

A* is the target of of inflation = 2%

Rate of unemployment = 3%

The government has a target of full employment that is at 4 percent.

When we enter the values into the formula

R = 2% + 3% + 0.5(3%-2%) + 0.5%(2%)

= 5% + 0.5% + 1%

= 6.5%

Therefore the government would set its targeted interest at 6.5%

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