Answer: B. will cause the total cost of borrowing to be less than the bond interest paid
Explanation:
It should be noted that when a bond is sold above the face value, this will result into the total cost of borrowings to be less than the bond Interest that was paid.
The reason for the above is due to the fact that the borrower will not be required to repay the bond premium when the bond matures at its maturity date.
Therefore, the correct option is B.
Answer:
4% (exactly 4.4%)
Explanation:
A taxable bond is a debt security whose return to the investor is subject to taxes at the local, state or federal level, or some combination thereof. An investor trying to decide whether to invest in a taxable bond or tax-exempt bond should consider what s/he will have left in income after taxes are taken.
Step 1:
Find the reciprocal of your tax rate,
(1-22%) = 1-0.22 = 0.78
Step two:
Divide this into the yield on the tax-free bond to find out the tax-equivalent yield.
3.5/0.78 = 4.4 ~ 4%
Answer,: SOLUTION: a. PV2016= DIV2017/ (1 + r) + DIV2018/ (1 + r)2+ DIV 2019 / (1 + r ) 3 + DIV 2020 / (1 + r ) 4 + DIV 2021 / (1 + r ) 5 + (DIV 2021 / r) / (1 + r ) 5 PV 2016 = $0 / 1.09 + $1 / 1.09 2 + $2 / 1.09 3 + $2.3 / 1.09 4 + $2.6 / 1.09 5 + ($2.6 / .09) / 1.09 5 PV 2016 = $24.48 million b. Price per share 2016 = PV 2016 / number of shares Price per share 2016 = $24.48 / 12 Price per share 2016 = $2.04 c. Based on $1million of net income for 2016: P/E 2016 = $24.48 / $1 = 24.48 The PV of the cash flows at various points in time are as follows: PV 2017 = $1 / 1.09 + $2 / 1.09 2 + $2.3 / 1.09 3 + $2.6 / 1.09 4 + ($2.6 / .09) / 1.09 4 PV 2017 = $26.68 PV 2018 = $2 / 1.09 + $2.3 / 1.09 2 + $2.6 / 1.09 3 + ($2.6 / .09) / 1.09 3 PV 2018 = $28.09 PV 2019 = $2.3 / 1.09 + $2.6 / 1.09 2 + ($2.6 / .09) / 1.09 2 PV 2019 = $28.61 PV 2020 = $2.6 / 1.09 + ($2.6 / .09) / 1.09 2 PV 2020 = $28.89 PV 2021 = $2.6 + ($2.6 / .09) / 1.09 PV 2021 = $28.89
Explanation:
Hey there,
Your question states: T<span>o obtain your credit report, you should _____.
Your correct answer would be "</span><span>write to the credit bureau".
Hope this helps.</span>
