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lisov135 [29]
3 years ago
12

Two car manufacturers, Saab and Volvo, have fixed costs of $1 billion and marginal costs of $10,000 per car. If Saab produces 50

,000 cars per year and Volvo produces 200,000, calculate the average production cost for each company.
Business
1 answer:
igomit [66]3 years ago
6 0

Answer:

Explanation:

First, write down Total fixed cost for each;

Fixed cost; Saab = $1,000,000,000

Fixed cost; Volvo = $1,000,000,000

Next find the Total Variable cost (TVC)

TVC = # of cars per year * marginal cost per car

Saab ; TVC = 50,000* $10,000 = $500,000,000

Volvo ; TVC = 200,000* $10,000 = $2,000,000,000

Average production cost = (Fixed cost + total variable cost) / # of cars per year

Saab = ($1,000,000,000 + $500,000,000)/ 50,000 = $30,000

Volvo = ($1,000,000,000 + $2,000,000,000)/ 200,000 = $15,000

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4. You own a Portfolio that is invested 43 percent in Stock A, 16 percent in Stock B, and 41 percent in Stock C. The "Expected R
Marrrta [24]

Answer:

A.) The "Expected Return" of the Portfolio is 11.26%

B.) The "Variance" of the Portfolio is 6.749238

C.) The  "Standard Deviation" of the Returns on this Stock is 2.5979%

Explanation:

A.) Expected return on portfolio = 0.43x9.10 + 0.16x16.70 + 0.41x11.40

                                                     = 11.26%

Therefore, The "Expected Return" of the Portfolio is 11.26%

B.)  

"Variance" of the Portfolio = probability*(deviation)^2

Stock A:

probability = 0.43

(deviation)^2 =  (9.1 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

                      = (9.1 - (3.913 + 2.672 + 4.674))^2

                      = (9.1 - 11.259)^2

                      = (-2.159)^2

                      = 4.6613

Stock B:

probability = 0.16

(deviation)^2 =  (9.1 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

                      = (16.7 - (3.913 + 2.672 + 4.674))^2

                      = (16.7 - 11.259)^2

                      = (5.441)^2

                      = 29.6045

Stock C:

probability = 0.41

(deviation)^2 =  (11.4 - (0.43*9.1 + 0.16*16.7 + 0.41*11.4))^2

                      = (11.4 - (3.913 + 2.672 + 4.674))^2

                      = (11.4 - 11.259)^2

                      = (0.141)^2

                      = 0.0199

"Variance" of the Portfolio = 0.43x4.6613 + 0.16x29.6045 + 0.41x0.0199

                                                  = 2.004359 + 4.73672 + 0.008159

                                                   = 6.749238

Therefore, The "Variance" of the Portfolio is 6.749238

C.) "Standard Deviation"  = square root of variance

Stock A = 1.4158

Stock B = 2.1764

Stock C = 0.0906

"Standard Deviation" of the Returns on this Stock = 1.4158 + 2.1764 + 0.0906

= 2.5979%

Therefore, The  "Standard Deviation" of the Returns on this Stock is 2.5979%

8 0
3 years ago
Jill is covered under two Group Health policies, one through her employer and one through her husband's employer. If Jill suffer
Dvinal [7]

Answer:

Coordination of benefits

Explanation:

When someone has 2 different health policies from 2 different insurance companies, both policies must work together and that is called Coordination of Benefits.

In case of a married couple, where the wife is insured by both her employer and her husband's health policy, the primary insurer is the wife's employer. The husband's health insurance will provide the secondary coverage.

The secondary insurer kicks in when medical are not fully paid by the primary insurer, and they must pay their share depending on their coverage.

3 0
3 years ago
On January 1, year 1, Boston Group issued $100,000 par value, 5% five-year bonds when the market rate of interest was 8%. Intere
erastovalidia [21]

Answer:

$90,064

Explanation:

Calculation to determine what amount is the value of net bonds payable at the end of year 1

First step is to calculate the amortization Amount

Amortization=(100,000 x .68058 )+[(100,000 x .05)*3.99271]

Amortization= 68,058+(5,000 x 3.99271)

Amortization= 68,058 + 19,964

Amortization= 88,022

Now let calculate the value of net bonds payable

Value of net bonds payable=88,022+[(88,022 x .08)-5,000]

Value of net bonds payable=88,022+(7042-5000)

Value of net bonds payable=88,022 + 2,042

Value of net bonds payable = $90,064

Therefore what amount is the value of net bonds payable at the end of year 1 is $90,064

6 0
3 years ago
In the year 2003 the Acme Company had twice as many employees as managers. During the next 5 years, they hired twelve employees
likoan [24]

Answer:

B. NM2008 - 2 = 2 (NE2008 + 12)

Explanation:

Acme company has twice as many employees as managers so the number of employees would be multiplied by 2 to find the actual number of employees. The company will hire 12 new employees and will fire 2 managers in next 5 years. The correct equation will show the number of employees plus 12 new employees and managers minus 2 managers who are fired.

3 0
3 years ago
Jase Manufacturing Co.'s static budget at 7,600 units of production includes $30,400 for direct labor and $3,040 for electric po
bezimeni [28]

Answer:

a.variable costs of $46,200 and $39,200 of fixed costs

Explanation:

Given that

Direct labor cost= $30,400

Electric power = $3,040

Fixed cost = $39,200

So, The computation of the variable cost and the fixed cost is shown below:

The variable cost is

= (Direct labor + electric power) ÷ production units × estimated production units

= ($30,400 + $3,040) ÷ 7,600 units × 10,500 units

= $46,200

And, the fixed cost is $39,200

5 0
3 years ago
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