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Anon25 [30]
3 years ago
7

Goodstone Tire Corporation sells tires for $90 each. Per-unit costs associated with producing and selling the tires are: Direct

materials $35, Direct labor 10, Factory overhead 20. The variable portion of the factory overhead is $8 per unit. A foreign company wants to purchase 1,000 tires for $65 each. Assuming that Goodstone has excess capacity, ______. a. the incremental profit from the special order will be $12,000.b. the incremental loss from the special order will be $25,000.c. there will be no incremental profit or loss from the special order.
Business
1 answer:
sweet [91]3 years ago
5 0

Answer:

b. the incremental loss from the special order will be $25,000

Explanation:

Goodstone Tire Corporation

                                         Unit                         Unit              

Sales                                     $ 90                     $65

Direct Materials        $35

Direct Labor               10

VOH                             8    

<u> Total Variable Costs                    53                           53         </u>

<u>Contribution Margin                      37                          12       </u>

Less Fixed Costs                           12                          12

Profit                                             $ 25                          Zero

<u />

As it is shown above no profit by the special order instead the $ 25,000 which he will be getting from the regular sale will also be lost by the special order. Therefore ther will be an incremental loss of $ 25000 from the special order.

<u />

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Answer:

Profit at the optimal integer output level is $176.50.

Explanation:

This can be determined as follows:

Step 1: Calculation of optimal integer output level

At the optimal integer output level, profit is maximized where marginal revenue (MR) is equal to the marginal cost (MC), i.e. where;

MR = MC ................................ (1)

For any product, the MR is equal to the price per unit of the product. Therefore, we have:

MR = Price per unit = $60

Also given,

MC = 7q

Substituting for MR and MC in equation (1) and solve for q, we have:

$60 = 7q

q = $60 / 7

q = 9 units

Therefore, the optimal integer output level is 9 units.

Step 2: Calculation of total revenue at optimal integer output level

Total revenue = Price per unit * q = $60 * 9 = $540

Step 3: Calculation of total cost at optimal integer output level

Since MC = 7q, the total cost (C) can be obtained by taking the integral of the MC as follows:

C = ∫(MC)dq = ∫[7q]dq = (7 / 2)q^2 + F = 3.5q^2 + F ........... (2)

Where F is Fixed cost which is given as $80.

We then substitute F = $80 and q = 9 into equation (2) to have:

C = 3.5(9^2) + 80

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Therefore, total cost at the optimal integer output level is $363.50.

Step 4: Calculation of profit at optimal integer output level

Profit = Total revenue - Total cost ...................... (3)

Where;

Total revenue = $540; from step 2 above.

Total cost = $363.50; form step 3 above.

Substituting the values into equation (3), we have:

Profit = $540 - $363.50 = $176.50

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Which of the following is a unique feature of credit unions?
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3 years ago
(CO 9) The Wiscow Manufacturing Company recorded overhead costs of $14,182 at an activity level of 4,200 machine hours and $8,74
ioda

Answer:

2.86 Q + 2,170 = overhead cost

Explanation:

\left[\begin{array}{ccc}High&4,200&14,182\\Low&2,300&8,748\\Diference&1,900&5,434\\\end{array}\right]

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cost 5434 / Unis 1900 =  variable cost 2.86

Next we calcualte the fixed cost on any of both

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We are using a Financial calculator for this.

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