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Umnica [9.8K]
3 years ago
10

Samples Corporation would like to use target costing for a new product it is considering introducing. At a selling price of $21

per unit, management projects sales of 20,000 units. The new product would require an investment of $400,000. The desired return on investment is 12%.
The target cost per unit is closest to:

$21.00

$18.60

$23.52

$20.83
Business
1 answer:
Anvisha [2.4K]3 years ago
5 0

Answer:

$18.60

Explanation:

Target cost:

= Sales revenue - Profit

= (No. of units sold × Selling price per unit) - (Investment require × desired return on investment)

= (20,000 × $21) - ($400,000 × 0.12)

= $420,000 - $48,000

= $372,000

Target cost per unit:

= Target cost ÷ Number of units

= $372,000 ÷ 20,000

= $18.60

Therefore, the target cost per unit is closest to $18.60.

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Two firms compete in a market to sell a homogeneous product with inverse demand function P = 600 – 3Q. Each firm produces at a c
podryga [215]

Answer:

Explanation:

We need to find the function of firm 1 and firm 2 which we have as

PQ1/Q1= 300

600Q1– 3Q21 – 3Q1Q2/ = 300

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Q1 = 1/6(600 -300 – 3Q2)

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Q2 = 50 – 1/2Q1 Reaction function for firm 2

Cournot which we have as;

Q2 = = 1/6(600 -300 – 3Q1)

Q2 = 50 – 1/2Q1

Q2 = 50 – ½(50 – 1/2Q1)

Q2 = 50 – 25 + 1/4Q1

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Q2= 100/3 = 33.33 Output

Equilibrium market price which is

P = 600 – 3(Q2+ Q2)600 – 3(100/3 + 100/3)= 400

Profits for firm 1

Π1 = TR1– C1= PQ1 – C1=400 * 100/3 – 300 * 100/3= 10000/3 = $3,333.33 For firm 1

Profits for firm 2

Π2 = TR2– C2= PQ2 – C2=400 * 100/3 – 300 * 100/3= 10000/3 = $3,333.33 For firm 2

Stackelberg is given as ;

QL= (600 – 300)/2*3 = 50 Firm 1 output is QL = 50

QF= (600 – 300)/4*3 = 25 Firm 2 output is QF =25 P = 600 – 3*75 = 375

Π1 = (375-300) * 50 = 3750Profit for firm 1

Π2 = 75*25 = 1875 Profit for firm 2

Bertrand is given as ;

Under this competition, price is the same to marginal cost and profits are zero

600 – 3Q = 300

Q = 100 Output = 100

P = Zero

Collusive Behavior is given as;

MR=MC600 - 6Q = 300

300 = 6QQ = 50 Output

P = 600 – 3*50 = 450

Π = (450 – 300) * 50 = 7,500profit

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Answer:

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Unfortunately, Diana doesn't have enough money in her account right now. She needs to make additional contributions at the end o
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Answer: $1,203.49

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