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Marrrta [24]
3 years ago
7

You are considering the purchase of an industrial warehouse. The purchase price is $1 million. You expect to hold the property f

or five years. You have decided to finance the acquisition with the $700,000 loan, 10% interest rate, 30- year term, and annual interest-only payments. (That is, the annual payment will not include any amortization of principal.) There are no up-front financing costs. You estimate the following cash flows for the first year of operations:
Effective gross income $135,000
Operating expenses 27,000
NOI $108,000
A. Calculate the overall rate of return (or "cap rate").
B. Calculate the debt coverage ratio.
C. What is the largest loan that you can obtain (holding the other terms constant) if the lender requires a debt service coverage ratio of at least 1.2?
Business
1 answer:
Oliga [24]3 years ago
8 0

Answer:

A. Cap rate = Debt Service/Current market price of asset

= $70,000/$1,000,000 * 100

= 7%

B. Debt coverage ratio = Net Operating Income/Debt Service

= $108,000/$70,000

= 1.54

C. The largest loan that can be obtained (other terms held constant) if the lender requires a debt service coverage ratio of at least 1.2 is:

= ($70,000 * 1.2)/10%

= $840,000

Explanation:

a) Data and Calculations:

Purchase price of the industrial warehouse = $1 million

Loan to finance acquisition = $700,000

Interest rate = 10%

Term of loan = 30 years

Type of loan repayment = interest-only payments

Annual debt service = $70,000 ($700,000 * 10%)

Effective gross income  $135,000

Operating expenses         27,000

Net Operating Income  $108,000

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3 years ago
Your division is considering two projects with the following cash flows (in millions): 0 1 2 3 Project A -$20 $5 $9 $12 Project
mr_godi [17]

Answer:

The NPV for Project A is 3.291 and Project B is 3.56

Explanation:

In this question, we have to use the net present value formula which is shown below:

Net present value = Present value of all years cash flows  - Initial investment

where,

Present value of cash inflows is calculated by applying the discount rate which is presented below:

For this, we have to first compute the present value factor which is computed by a formula

= 1 ÷ (1 +rate) ∧ number of year

number of year = 0

number of year = 1

Number of year = 2

number of year = 3

So,

Rate = 5%

For year 1 = 0.9524 (1 ÷ 1.05) ∧ 1

For year 2 = 0.9070 (1 ÷ 1.05) ∧ 2

For year 3 = 0.8638 (1 ÷ 1.05) ∧ 3

Now, multiply this present value factor with yearly cash inflows

So

For Project A,

The present value of year 1 = $5 × 0.9524 = $4.762

The present value of year 2 = $9 × 0.9070 = $8.163

The present value of year 3 = $12 × 0.8638 = $10.366

and the sum of all year cash inflow is $23.291

So, the Net present value would be equal to

= $23.291 - $20 = 3.291

And,

For Project B

The present value of year 1 = $8 × 0.9524 = $7.619

The present value of year 2 = $7 × 0.9070 = $6.349

The present value of year 3 = $3 × 0.8638 = $2.592

and the sum of all year cash inflow is $16.560

So, the Net present value would be equal to

= $16.560 - $13 = 3.56

Hence, the NPV for Project A is 3.291 and Project B is 3.56

4 0
3 years ago
When the government offers subsidies to state universities that admit students with B averages in high school,
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Answer:

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According to the scenario, the computation of the given data are as follows:

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6.$4,800 in its savings account.

So, we can calculate the cash and cash equivalents by using following formula:

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By putting the value, we get

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= $17,620

4 0
3 years ago
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