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kupik [55]
3 years ago
15

Harrison Enterprises currently produces 8,000 units of part B13. Current unit costs for part B13 are as follows: Direct material

s $12 Direct labor 9 Factory rent 7 Administrative costs 10 General factory overhead (allocated) 7 Total $45 If Harrison decides to buy part B13, 50% of the administrative costs would be avoided. All of the company’s items, including part B13, are manufactured in the same rented production facility. The company has an offer from a wholesaler that wishes to sell the part to Harrison for $31 per unit. What will occur if the company accepts the offer?
Business
1 answer:
Yakvenalex [24]3 years ago
3 0

Answer:

It is cheaper to make the part in house.

Explanation:

Giving the following information:

Harrison Enterprises currently produces 8,000 units of part B13.

Current unit costs for part B13 are as follows:

Direct materials $12

Direct labor 9

Factory rent 7

Administrative costs 10

General factory overhead (allocated) 7

Total $45

If Harrison decides to buy part B13, 50% of the administrative costs would be avoided.

To calculate whether it is better to make the par in-house or buy, we need to determine which costs are unavoidable.

Unavoidable costs:

Factory rent= 7

Administrative costs= 5

General factory overhead= 7

Total= 17

Now, we can calculate the unitary cost of making the product in-house:

Unitary cost= direct material + direct labor + avoidable administrative costs

Unitary cost= 7 + 5 + 5= $17

It is cheaper to make the part in house.

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Determine the total product cost for the year.determine the total cost of the ending inventory. determine the total of cost of g
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3 years ago
A 30-year maturity bond has a 6.7% coupon rate, paid annually. It sells today for $881.17. A 20-year maturity bond has a 6.2% co
geniusboy [140]

Answer:

Rate of return

30 year bond =  42%

20 year bond = 45%

Explanation:

First of all find current yield on 30 year maturity bond

We will use PV of annuity formula to calculate current YTM

Coupon Payment = 6.7% x 1000 = $67

$881.17 =( $67( 1- ( 1 + r )^-30 ) / r ) + ( 1000 / ( 1 + r )^30 )

r = 0.0773 = 7.73%

Current YTM is 7.73%

Now calculate the current yield for 20 years maturity bond

Coupon Payment = 6.2% x 1000 = $62

893.1 = ( ( $62 x ( 1 - ( 1 + r )^-20 ) / r ) + ( 1000 / ( 1 + r )^20 )

r = 0.0723 = 7.23%

As given

5 years from now the YTM on 30 Year bond will be 7.70% and on 20 Year bond will be 7.20%.

Now calculate

Price of the 30 year bond Bond after 5 year at YTM of 7.7%

Price of the Bond = ( $67 x ( 1 - ( 1 + 0.077 )^-(30-5) ) / 0.077 )+( 1000 / ( 1 + 0.077 )^(30-5) ) = $890.46

Price of the 20 year bond Bond after 5 year at YTM of 7.2%

Price of the Bond = ((6.7%*1000)*(1-(1+0.072)^-15)/0.072)+(1000/(1+0.072)^15)

( $62 x ( 1 - ( 1 + 0.072 )^-(20-5) ) / 0.072 )+( 1000 / ( 1 + 0.072 )^(20-5) ) = $910.06

Increase in price of 30 year bond = $890.46 - $881.17 = $9.29

Increase in price of 30 year bond = $910.06 - $893.1 = $16.96

Future value of Coupon payment for 5 years

30 year bond = 67 x ( 1.072^5 -1 ) / 0.072 = $386.84

20 year bond = 62 x ( 1.072^5 -1 ) / 0.072 = $357.97

Total return = FV of Coupon payment + Price increase

30 year bond = $386.84 + $9.29 = $396.13

20 year bond = $357.97 + $16.96 = $374.93

Rate of return =  

30 year bond = $396.13 / $881.17 = 0.45 = 45%

20 year bond = $374.93 / $893.1 = 0.42 = 42%

5 0
3 years ago
QUICK ONE!
never [62]

Answer:

Rate is 1.5 times the straight line depreciation rate which is;

= \frac{80,000}{8}

= $10,000 per year

Rate = \frac{10,000}{80,000} * 100%

=12.5%

Reducing balance rate = 12.5% * 1.5

= 18.75%

The Depreciation Schedule would be;

Year   Beginning Book Value  Depreciation Expense   Accumulated Depreciation   Book Value

1  $80,000  80,000*18.75% = $15,000   $15,000   $65,000

2  $65,000  65,000 * 18.75% = $12,1875.50   $27,187.50   $52,812.50

3  $52,812.50  52,812.5 *18.75% = $9,902.34   $37,187.84   $42,910.16

4  $42,910.16  42,910.16 * 18.75% = $8,045.66   $45,233.50   $34,766.50

5  $34,766.50  34,766.50 * 0.1875 = 6,518.72   $51,752.22   $28,247.78

6  $28,247.78  28,247.78 * 0.1875= $5,296.45   $57,048.67   $22,951.33

7  $22,951.33  22,951.33 * 0.1875= 4,403.37   $61,452.04   $18,547.96

8  $18,547.96  18,547.96 * 0.1875 = $3,477.74    $80,000   $0

   $3,477.74 + 15,070.22= $18,574.96      

Depreciation for the last year was not sufficient to take the truck to $0 so the remainder will be depreciated in that year so that it may be completely depreciated.

3 0
3 years ago
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