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goblinko [34]
3 years ago
7

A firm's CFO is considering increasing the target debt ratio, which would also increase the company's interest expense. New bond

s would be issued and the proceeds would be used to buy back shares of common stock. Neither total assets nor operating income would change, but expected earnings per share (EPS) would increase. Assuming the CFO's estimates are correct, which of the following statements is CORRECT?a. Since the proposed plan increases the firm's financial risk, the stock price might fall even if EPS increases.b. If the plan reduces the WACC, the stock price is likely to decline.c. Since the plan is expected to increase EPS, this implies that net income is also expected to increase.d. If the plan does increase the EPS, the stock price will automatically increase at the same rate.e. Under the plan there will be more bonds outstanding, and that will increase their liquidity and thus lower the interest rate on the currently outstanding bonds.
Business
1 answer:
mylen [45]3 years ago
6 0

Answer:

A

Explanation:

Since the proposed plan increases the firm's financial risk, the stock price might fall even if EPS increases.

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Cincinnati Exporters wants to raise $40 million to expand its business. To accomplish this, it plans to sell 22-year, $1,000 fac
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Answer:

Minimum number of units to be issued = 45,791.4 units

Explanation:

The units of the bonds to be sold to raise the money equals to the price of the bonds divided by the sum to be raised

The price of a bond is the present value (PV) of the future cash inflows expected from the bond discounted using the yield to maturity.

These cash flows include interest payment and redemption value

The price of the bond can be calculated as follows:

Step 1

PV of interest payment

Semi-annual coupon rate = 5.72/2 = 2.86 %

Semi-annual Interest payment =( 2.86 %×$1000)= $28.6

Semi annual yield = 6.85%/2 = 3.42%

PV of interest payment  

= A ×(1- (1+r)^(-n))/r

A- interest payment, r- yield -3.42%, n- no of periods- 2 × 22 = 44 periods

= 28.6× (1-(1.0342)^(-44)/0.0342)= 645.82

 

Step 2  

PV of redemption value (RV)

PV = RV × (1+r)^(-n)

RV - redemption value- $1000, n- 7, r- 4.5%  

= 1,000 × (1+0.0342)^(-2×22)

= 1000 × 1.0342^(-44)= 227.7

Step 3

Price of bond = PV of interest payment + PV of RV

645.82 + 227.7= 873.525

Minimum number of units to be issued = $40 million/873.5= 45,791.4 units

 

Minimum number of units to be issued = 45,791.4 units

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