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jeyben [28]
1 year ago
11

You inherited an oil well that will pay you $25,000 per year for 25 years, with the first payment being made today. If you think

a fair return on the well is 7.5%, how much should you ask for it if you decide to sell it?a. $284,595b. $299,574c. $314,553d. $330,281e. $346,795
Business
1 answer:
xxTIMURxx [149]1 year ago
8 0

Answer:

(B) 299,574

Explanation:

We have to calculate the present value of an annuity-due of 25,000

That's because it is being paid in advance.

annuity \times \frac{1 -  {(1 + rate)}^{ - time} }{rate}   \times (1 + rate)= present \: value

25000 \times \frac{1 -  {1.075}^{ - 25} }{.075}  \times 1.075 =  present \: value

299574.17

<em>Remember</em>: when the payment or receipts are made in advance, AKA at the beginning of the period, multiply the annuity formula for (1+rate)

That's because <u>the annuities are held for 1 more period </u>than usually.

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Problem 16-17 Firm Value [LO2] Change Corporation expects an EBIT of $25,000 every year forever. The company currently has no de
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Answer and Explanation:

The computation is shown below:

a. The current value of the company is

As it is mentioned that the company has no debt that means it is unlevered firm that is equivalent to unlevered value of the company  

Unlevered value of the firm =  Vu  

Vu = EBIT ×  (1 - tax rate ) ÷ unlevered Cost of Equity

= EBIT × (1 - tax rate ) ÷ R0  

= $25,000  ×  (1 -  0.22 ) ÷ 12%  

= $162,500  

b-1.

The computation of the value of the firm in the case when the value of the firm is equivalent to 50% of unlevered value

VL = Vu + Borrowing × tax rate  

where,  

Debt = borrowing = 50% × unlevered value of company  

Debt = borrowing = 50% x Vu  

So,

VL = Vu + Borrowing x tax rate  

VL = $162,500 + ($162,500 × 50%) × 22%  

= $162,500 + $17,875  

= $180,375  

b-2.

The computation of the value of the firm in the case when the value of the firm is equivalent to 100% of unlevered value

Levered value of the firm VL  

VL = Vu + Borrowing × tax rate  

Debt = borrowing = 100% × unlevered value of company  

Debt = borrowing = 100% × Vu

So,    

VL = Vu + Borrowing x tax rate  

= $162,500 + ($162,500 × 100%) × 22%  

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= $198,250  

C.1.

The computation of the value of the firm in the case when the value of the firm is equivalent to 50% of the levered value

VL = Vu + Borrowing × tax rate  

= Vu + (VL × 50%) × tax rate  

VL = Vu + (VL × 50%) × 22%  

VL = Vu + 0.11 VL  

VL - 0.11 VL = 162,500  

0.89 VL = 162,500  

VL= 182,584.27  

C.2.

The computation of the value of the firm in the case when the value of the firm is equivalent to 100% of the levered value  

Levered value of the firm VL  

VL = Vu + Borrowing x tax rate  

VL = Vu + (VL × 100%) × tax rate  

= Vu + (VL × 100%) × 22%  

= Vu + 0.22 VL  

VL - 0.22 VL = 162,500  

0.78 VL = 162,500  

VL= $208,333.33

6 0
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