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stiks02 [169]
3 years ago
14

A U.S. exporter sells $150,000 of furniture to a Latin American importer. The exporter requires the importer to obtain a letter

of credit. When the bank accepts the draft, the exporter discounts the 120-day note at a 5.25 percent discount. What is the exporter's true effective annual financing cost?
Business
1 answer:
grandymaker [24]3 years ago
6 0

Answer:

5.52%

Explanation:

Cost of Furniture= $150,000

discount= 5.25% (120-day note)

To get the exporter's true effective annual financing cost, we have:

150,000*[1-(0.0525*120/360)] = 147,375

=(150,000/147,375) 365/120-1 = 5.52%

Therefore, the exporter's true effective annual financing cost is 5.52%

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Two hundred paper mills compete in the paper market. The total cost of production (in dollars) for each mill is given by the for
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Answer: See explanation

Explanation:

The magnitude of the deadweight loss resulting from the externality is shown below:

MC = 500 + 2Q

MEC = 40 + 2Q

Therefore, the Marginal social cost (MSC) will be:

= MC + MEC

= 500 + 2Q + 40 + 2Q

= 540 + 4Q

Since Demand: Q = 150,000 - 100P, we have to get a function for P which will be:

Q = 150,000 - 100P

100P = 150,000 - Q

P = (150,000 - Q)/100

P = 1,500 - 0.01Q

Total revenue, TR = P x Q

= (1,500 - 0.01Q) × Q

= 1500Q - 0.01Q²

Marginal revenue, MR will be:

= dTR / dQ

= 1,500 - 0.02Q

It should be noted that for when there's no externality, Equilibrium, MC must be equal to MR. Therefore,

1,500 - 0.02Q = 500 + 2Q

2Q + 0.02Q = 1500 - 500

2.02Q = 1,000

Q = 1000/2.02

Q = 495

P = 1,500 - (0.01 x 495)

= 1,500 - 4.95

= 1,495.05

When there's externality, Equilibrium will be:

MR = MSC

1,500 - 0.02Q = 540 + 4Q

4.02Q = 960

Q= 960/4.02

Q = 239

Therefore, P = 1,500 - (0.01 x 239)

= 1,500 - 2.39

= 1,497.61

Then, we will calculate the deadweight loss which will be:

= 1/2 x Difference in price x Difference in quantity

= 1/2 x (1,497.61 - 1,495.05) x (495 - 239)

= 1/2 x 2.56 x 256

= 327.68

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2 years ago
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Answer: 0.8.

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<h3>What is the law of Diminishing returns?</h3>

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Does unemployment affect demand?<br>​
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