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romanna [79]
3 years ago
10

A weaker dollar benefits_______and hurts______.

Business
1 answer:
oksian1 [2.3K]3 years ago
4 0

Answer:

C. American businesses; American consumers.

Explanation:

Currently so many businesses of America are overseas, approximately 40%.

Now when the dollar turns weak these businesses are benefited in a manner that is the buyers needs to pay more for such deals.

Further with this as the buyers needs to pay more, even in the country the imported goods turns expensive as dollars decrease their value.

Accordingly, it is the american business man who gets benefited with weaker dollar, and the american consumer has to pay more for this.

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Which of the following is a firm effect that has an impact on the competitive advantage of a firm?
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In verifying debits to perpetual inventory records of a nonmanufacturing firm, the auditor would be most interested in examining
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In verifying debits to perpetual inventory records of a nonmanufacturing firm, the auditor would be most interested in examining the <u> Vendors' invoices.</u>

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8 0
2 years ago
What relation does credit and debt have?
larisa86 [58]
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6 0
4 years ago
A firm believes a product’s sales volume (S) depends on its unit selling price (P) as S = $100 – P. The production cost C is $91
Vinvika [58]

Answer:

$45.5

Explanation:

For a firm, profit is equal to total revenue minus total cost. This can be represented mathematically as follows:

π = R - C ................................................................................................... (1)

Where π represents profit, R represents total revenue and C represents total cost.

Total revenue (R) is unit selling price (P) multiply by the sales volume (S). This is represented mathematically as follows:

R = P * S ...................................................................................................... (2)

From the question, sales volume is given as follows:

S = $100 – P .............................................................................................. (3)

We then substitute for S in equation (2) and solve as follows:

R = P($100 – P) = $100P – P^{2} ............................................................... (2a)

From the question, C is given as:

C = $917 + 9S .............................................................................................. (4)

We then substitute for S in equation (4) and solve as follows:

C = $917 + 9($100 – P) = $917 + $900 – 9P = $17 – 9P .................. (4a)

To derive the profit function, the solution for R in equation (2a) and the solution for C in equation (4a) are substituted into equations (1) above and then solved as follows:

π = ($100P – P^{2} ) – ($17 – 9P) = $100P – P^{2} – $17 + 9P

  = $100P + 9P – P^{2} – $17

π  = $109P – P^{2} – $17 ................................................................................ (1a)

Equation (1a) is the profit function. The calculation of the derivative of the profit function (1a) with respect to the price is obtained as follows:

dπ/dP = $109 – 2P = 0 ................................................................................. (5)

From equation (5), we can solve for P as follows:

$109 – 2P = 0

$109 = 2P

2P = $109

P = $109/2

P = $54.5 ............................................................................................................ (6)

To determine the sales volume, we substitute 54.5 in equation (6) for P in the product’s sales volume (S) in equation (3) and we then solve as follows:

S = $100 – $54.5 = $45.5

Therefore, the sales volume (S) at which the firm’s profit is a maximum is $45.5.

5 0
3 years ago
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