12 | ||
a | Face amount | $1,000 |
b | Annual interest | $80 |
c | Interest rate | 6% |
Note: Bond should be traded now at a present value of future cash inflows | ||
d | Present value annuity factor for Seven years (1/(1+r)^1 + 1/(1+r)^2+…....1/(1+r)^7, r=expected rate of return | 5.58 |
e | Present value factor for seventh year 1/(1+r)^7 | 0.67 |
f | Present value (e*a+d*b) | $1,111.65 |
Nearest value is 1110 option B is the answer | ||
13 | ||
a | Initial cash inflow | $5,000 |
b | Annual cash inflow | $10,000 |
c | Discount rate (r1) | 12% |
d | Inflation rate(r2) | 4% |
e | Adjusted present value factor for 1 year (1/1+r1)*1/(1+r2) | 0.86 |
f | Adjusted present value factor for 5 years e + e^2….e^5 | 3.24 |
g | NPV (a+f*b) | $37,379.64 |
Option D | ||
14 | Option B is correct | |
Reason | ||
Option A is wrong | The investor who has purchased the bond at the time of redemption would get less value since the money value would be less due to redemption and to purchase same value of bonds at the time of redemption the prize would be high. Hence it is not advantagoeus to the investor | |
Option B is correct | Government agency issued bonds will have to redeem at fixed price even after inflation and though the current bond rates would have gone up due to inflation, still it has to redeem at the same accepted price | |
Option C and D is wrong | Compnay loses when it agreed to sell at a fixed price and due to inflation the prices will obviously go up but he will be still selling at low price. A company purchasing a raw material and in advance before inflation and storing it to use during inflation will be a loss to the company if it is has to purchase during inflation period at high rates | |
please show your work Bonds 12.14 A bond has face amount of $1000, matures in seven years, and pays $80 interest...
please show the work
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Please solve, show work, and give detail explanation
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