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Irina18 [472]
2 years ago
8

An equal partnership is formed by rita and gerry. rita contributes cash of $10,000 and a building with a fair market value of $1

50,000, adjusted basis of $55,000 and subject to a liability of $60,000. gerry contributes cash of $100,000. what is the partnership's basis in the building contributed by rita?
a. $55,000
b. $60,000
c. $90,000
d. $150,000
e. none of the above
Business
1 answer:
wariber [46]2 years ago
4 0
Given:
<span>Rita contribution:
cash of $10,000
building with a fair market value of $150,000, adjusted basis of $55,000 and subject to a liability of $60,000

</span><span>Gerry contribution:
cash of $100,000
</span>
<span>The partnership's basis in the building contributed by Rita is a. $55,000.

The amount corresponds to the adjusted basis. It is already the adjusted value of the building after the fair market value and the corresponding liabilities have been considered in the computation of the adjusted building value.</span>
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You see a used sporty car that you would like to own. It costs $9,000 and you would pay 7.2% interest, compounded monthly and fi
bogdanovich [222]

Answer:

$24,705.8

Explanation:

To find the answer, we will use the present value of an annuity formula:

PV = A (1 - (1 + I)^-n / i

Where:

  • PV = Present value of the investment (in thise case, the cost of the car)
  • A = Value of the annuity (the monthly payments)
  • i = Interest Rate
  • n = number of compounding periods

The monthly payments are an annuity: they are periodic, fall under the same interest rate, and have the same value, therefore, if we find the value of the annuity, we will find the value of the first monthly payment at the same time (both things are the same):

Plugging the amounts into the formula we obtain:

9,000 = A ( 1 - (1 + 0.072)^-36 / 0.072

9,000 = A (12.75)

9,000 / 12.75 = A

705.88 = A

Now, to find the full value of the loan, we multiply the annuity value for 36, because that value will be paid 36 times until the loan is completed:

Full value of the loan = 705.88 x 36

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Finally, to find the loan balance after the first payment, we take the full value of the loan, and substract the value of the annuity from it:

Loan balance after first payment = 25,411.68 - 705.88

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3 0
3 years ago
Suppose the fixed interest rate on a loan is​ 5.75% and the rate of inflation is expected to be​ 4.25%. The real interest rate i
Alex

Answer:

Lenders loose and borrowers gain

Explanation:

Whenever inflation increases the value of money falls and technically erodes interest rates (hence real interest rate falls although nominal rate stays the same)

In the scenario, if the inflation rate rises to 5.5%, then the real interest rate falls further from 1.5% to (5.75% - 5.5%) 0.25%, demonstrating that the lender is loosing further.

Contrarily, the borrower will technically be paying lesser interest to the lender because he will be paying lesser money in value to the lender both in terms of interest and principal

8 0
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Elizabeth is marketing a new type of picture frame that she invented. She has developed a full identity for the product and want
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Elizabeth should first of all get a trademark on her picture frames so that they will be legally protected from copying by others.

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Major Corp. is considering the purchase of a new machine for $5,000 that will have an estimated useful life of five years and no
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Answer:

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7 0
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