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mrs_skeptik [129]
3 years ago
7

Acme Home Builders, Inc., has build 24 houses so far this year at a total cost to the company of $4.80 million. If the company b

uilds a 25th house, its total cost will increase to $5.05 million. Which of the following statements is correct?
The marginal cost of the 25th house, if it is built, will equal $250,000
Business
1 answer:
Dmitry_Shevchenko [17]3 years ago
5 0

Answer:

25th house's Marginal cost is $250,000.

Explanation:

Given:

Total cost of 24 houses = $4,800,000

Total cost of 25 houses = $5,050,000

Marginal cost = ?

Computation of marginal cost:

Marginal cost = Change in total cost

Marginal cost = Total cost of 25 houses - Total cost of 24 houses

Marginal cost = $5,050,000 - $4,800,000

Marginal cost = $250,000

So, we say that 25th house's marginal cost will be $250,000 .

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Answer:In American law, a signing agent or courtesy signer is an agent whose function is to obtain a formal signature of an appearer to a document. In common parlance, most jurisdictions require the appearer to sign before a notary public. From this, the practice of a notary public designating themselves as a signing agent has arisen. There are notaries public who specialize in the notarization of real estate transfer and loan document signings. Signing agents often have certification and training through private organizations, but is not a requirement in law, although it may be a requirement of the lender in the oversight of real estate transaction document signatures.

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3 years ago
How many people see fights at school and put the video on this
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Define and explain SMART?
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2 years ago
Tim wants to buy an apartment that costs $2,225,000 with an 85% LTV mortgage. Tim got a 30 year, 3/1 ARM with an initial teaser
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Answer:

monthly payment = $10,009 (rounded to nearest dollar)

Explanation:

A 3/1 adjustable rate mortgage (ARM) means that the monthly payment will be fixed during the first 3 years only. Then they should vary, although the variance is generally upwards. The monthly interest can be calculated by using the present value of an annuity formula:

monthly payment = present value of the loan / annuity factor

  • present value of the loan = $2,225,000 x 85% = $1,891,250
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monthly payment = $1,891,250 / 188.9615 = $10,008.65256 ≈ $10,009

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