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Charra [1.4K]
3 years ago
9

A retired auto mechanic hopes to open a rustproofing shop. Customers would be local new-car dealers. Two locations are being con

sidered, one in the center of the city and one on the outskirts. The central city location would involve fixed monthly costs of $6,950 and labor, materials, and transportation costs of $30 per car. The outside location would have fixed monthly costs of $4,350 and labor, materials, and transportation costs of $38 per car. Dealer price at either location will be $98 per car.
a. Which location will yield the greatest profit if monthly demand is (1) 330 cars? (2) 430 cars? 330 cars: yields the greatest profit. 430 cars: yields the greatest profit.
b. At what volume of output will the two sites yield the same monthly profit?
Business
1 answer:
Lady bird [3.3K]3 years ago
3 0

Answer:

X = 325 cars will yield same profit in both locations

Explanation:

Location                                            City                                         Outskirts

Dealer Price                                        $                                            $

(98 x 330)                                       32340                                       32340

Labour,Material                                                                                    

and Transportation Cost              

($30/car x 330 cars)                         (9900)                                          

( $38/car x 330 cars)                                                                           (12540)

<u>Fixed Cost                                          (6950)                                        (4350)</u>

Profit                                                  15,490                                       15450

City will yield greatest profit if monthly demand is 330 cars

Location                                            City                                         Outskirts

Dealer Price                                        $                                            $

(98 x 430)                                           42,140                                     42,140                                      

Labour,Material                                                                                    

and Transportation Cost              

($30/car x 430 cars)                         (12900)                                          

( $38/car x 430 cars)                                                                           (16340)

<u>Fixed Cost                                           (6950)                                        (4350)</u>

Profit                                                   22,290                                       21450

City will yield greatest profit if monthly demand is 430 cars

b)

let X be the volume of output for both sites to yield same profit

City

Dealer Price = 98X

Labour, material and transportation= 30X

Fixed cost = 6950

Profit = 98X-(30X+6950)

Outskirts

Dealer Price = 98X

Labour,Material and transportation = 38X

Fixed Cost = 4350

Profit = 98X-(38X+4350)

Both Profits are same therefore

98X-30X-6950 = 98X-38X -4350

-30X+38X = -4350+6950

-8X = 2600

X = 325 cars will yield same profit in both locations

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An investment project has annual cash inflows of $4,300, $4,000, $5,200, and $4,400, for the next four years, respectively. The
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1.64 years

2.27 years

3.13 years

Explanation:

Discounted payback calculates the amount of time it takes to recover the amount invested in a project from it cumulative discounted cash flows

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Amount recovered in year 1  = -5800 + 3805.31 = -1994.69

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Amount recovered in year 2  = -4094.69 + 3132.59 = -962.10

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Present value of cash flow in year 2 = 4000 / (1.13^2) = 3132.59

Amount recovered in year 2  = -7094.69 + 3132.59 = -3962.10

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Amount recovered in year 4  = -358.24 + 2698.60 = 2340.36

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