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timama [110]
2 years ago
11

Calvert Corporation expects an EBIT of $25,300 every year forever. The company currently has no debt, and its cost of equity is

15.3 percent. The company can borrow at 10.1 percent and the corporate tax rate is 25 percent. a. What is the current value of the company
Business
1 answer:
Nataly [62]2 years ago
4 0

Answer:

Value of the company = $124,019.61

Explanation:

<em>The value of then firm is the present value of its expected future cash inflow discounted at its required rate of return. </em>

<em>In this case, the earnings available to ordinary shareholders becomes the annual cash inflow while the appropriate discount rate is the cost of equity</em>.

The absence of debt in the company's capital structure implies that the cost of equity would be the appropriate discount rate.

And the  value of the company would be determined as follows

Value of the company = Earnings after tax/Cost of equity

Earnings after tax = EBIT × (1-Tax rate)= 25,300×(1-0.25)=18,975

Cost of equity = 15.3%

Value of the company = 18975 /0.153= 124,019.6078

Value of the company = $124,019.61

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Explanation:  Because its a Yoga Studio,  lots of expenses will be made  and appropriate postings are to be entered on time.

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3 years ago
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Cutler Petroleum, Inc., is trying to evaluate a generation project with the following cash flows:Year Cash Flow0 –$ 39,800,000 1
muminat

Answer:

The two IRRs are: - 76.49% and 36.79%

Explanation:

To simplify our "Hard work", let's denote the cash flow numbers in terms of '000 (To reduce the number of zeros).

IRR is that discount rate R, for which NPV = 0

NPV is the sum of discounted cash inflows and outflows. Therefore,

NPV ($'000) = - 39,800 + (63,800 / (1 + R) - [12,800 / (1 + R)2]

When NPV = 0 [If R is the IRR],

0 = - 39,800 + [(63,800 / (1 + R)] - [12,800 / (1 + R)2]

[12,800 / (1 + R)2] - [(63,800 / (1 + R)] + 39,800 = 0

To simplify further, let's put N = 1 + R. Also, let's divide both sides by 200 [Note: We're only doing arithmetical simplification to reduce the large numbers]]:

[64 / (N)2] - (319 / N) + 199 = 0

Multiplying all terms by (N2):

64 - 319N + 199 (N)2 = 0

that is,

199 (N)2 - 319N + 64 = 0

This is a quadratic equation with large coefficients. Solving quadratic equation is outside scope of this question (it belongs to Algebra), so I've used an Online Quadratic equation solver**, which returns following values of N:

N = 1.3679, and N = 0.2351

So:

1 + R = 1.3679, Or 1 + R = 0.2351

R = (1.3679 - 1) or R = (0.2351 - 1)

R = 0.3679 or R = - 0.7649

The two IRRs are: - 76.49% and 36.79%

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Answer:

Explanation:

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2 years ago
When the required return is equal to the coupon rate, the bond value is▼equal togreater thanless thanthe par value. In contrast
-BARSIC- [3]

1) Answer: When the required return is equal to the coupon rate, the bond value is equal to the par value,

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the answer is B, resolve conflicts peacefully

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