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Dimas [21]
3 years ago
6

ABC company manufactures two products in one process. Joint processing costs up to the split-off point total $33,600 a year. The

company allocates these costs to the joint products on the basis of their total sales values at the split-off point. Each product may be sold at the split-off point or processed further. Data concerning these products appear below:
Product X Product Y Total
Allocated joint processing costs $16,800 $16,800 $33,600
Sales value at split-off point $24,000 $24,000 $48,000
Costs of further processing $15,000 $18,700 $33,700
Sales value after further processing $35,500 $45,100 $80,600

What is the financial advantage (disadvantage) for the company of processing Product X beyond the split-off point?
a. ($3,500)
b. $27,700
c. $20,500
d. $3,700
Business
1 answer:
exis [7]3 years ago
4 0

Answer:

a. ($3,500)

Explanation:

Particulars for Product X                                            Amount

Sales value after further processing                          $35,500

Less: Sales value at split-off point                              <u>$24,000</u>

Total incremental revenue                                         $11,500

Less: Total incremental processing costs                  <u>$15,000</u>

Financial (disadvantage) of further processing      <u>($3,500)</u>

So, the financial disadvantage for the company of processing Product X beyond the split-off point is $3,500.

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Southland Corporation has a present capital structure consisting of common stock (10 million shares) and debt ($150 million, 8%
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Answer:

The level of operating income (EBIT) where the firm will be indifferent between the two plans is <u>$33 million</u>.

Explanation:

Indifferent level of EBIT refers to the EBIT level where the he Earnings Per Share (EPS) two alternative financial plans are the same.

Indifferent level of EBIT can be calculated using the following formula:

[(EBIT - FB) * (1 - T)] / SA = [(EBIT - FB) * (1 - T)] / SB .................... (1)

Where:

EBIT = Indifference level of EBIT

FA = Fixed interest costs under plan B = Interest on existing debt = $150 * 8% = $12 million

FB = Fixed interest costs under plan A = Interest on existing debt + Interest on new debt = ($150 * 8%) + ($60 * 10%) = $18 million

T = Tax rate = 40%, or 0.40

SA = Number of equity shares outstanding under Plan B = Existing number of shares + New number of shares = 10 million + ($60 million / $15) = 10 million + 4 million = 14 million

SB = Number of equity shares outstanding under Plan A = Existing number of shares = 10 million

Substiuting the values into equation (1) and solve for EBIT, we have:

[(EBIT - 12) * (1 - 0.40)] / 14 = [(EBIT - 18) * (1 - 0.40)] / 10

[(EBIT - 12) * 0.60] / 14 = [(EBIT - 18) * 0.60] / 10

[EBIT0.60 - 7.20] / 14 = [(EBIT0.06 - 10.80] / 10

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EBIT = 79.20 / 2.40

EBIT = $33 million

Therefore, the level of operating income (EBIT) where the firm will be indifferent between the two plans is <u>$33 million</u>.

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