Answer:
E) if the firm evaluates these projects and all other projects at the new overall corporate wacc, it will probably become riskier over time.
Explanation:
Before the merger, Audaco would have rejected any project with an IRR of less than 12% (more risky investments) while Careco only required a 10% IRR (less risky projects). But after the merger the combined WACC will be lower than Audaco's, but higher than Careco's. Therefore, the new merged company will start accepting more risky projects and that tendency will continue over time. Eventually, the company's WACC will have to adjust and increase, and the cycle will continue.
The correct answer is A = 110, B= 40, C=20..
<u>Explanation</u>
If A+B-C= 170 and B+C-A=130 ,
=C+A = 130
or, C= 130- A
Again, A+B-C =170
or, A+B =170+C
A+B = 170+130-A ( c=130-A)
A+B = 300-A
2A+B = 300
A+B= 300/2
A+B = 150
A+B-C= 170
A+B = 170+C
150 = 170 +C ( A+B = 150)
or, C = 20..............................(1.)
A+C =130
or,A+ 20= 130 ( A=110).....................(2)
A+B = 150
110+B= 150
B = 150-110
B= 40..........................................(3)
Therefore, A = 110, B= 40, C=20..
In the bond market if the government imposes a limit on the amount of daily transactions, liquidity of bonds relative to other assets will decrease, increasing the interest rate and lowering bond's prices.
In the bond market various debt instruments are bought and sold by a variety of entities. In the bond market, corporations and governments issue bonds in order to raise debt capital to fund operations or seek growth opportunities.
If the government imposes a limit on the amount of daily transactions in the bond market, then bonds will become less liquid with respect to alternative assets, by also lowering bond's prices and increasing the interest rate.
Hence, bonds are issued by governments and corporations when they want to raise money.
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Answer:
a. 9,50%
b. $47.09
Explanation:
a) Discount rate on the stock
Average Risk Premium of Stock = 7.60%
Current risk-free rate = 1.60%
Discount Rate = 7.60% + 1.90%
Discount Rate = 9.50%
b) Current Price = ($41 + $2) / (1 + 9.50%)^1
Current Price = $43 / (1.0950)^1
Current Price = $43 / (1.0950)^1
Current Price = $43 / 0.91324
Current Price = $47.0851035872278
Current Price = $47.09
Note: Stock price equals the present value of cash flows for a 1-year horizon (Fv + Dividend)/(1+ Discount rate)^n