BUS 401 ENTIRE CLASS

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3. Under "Type" Choose one of the "Corp" Bonds.

Assume interest rates for bonds today is 5% for an AAA rated bond. Calculate the price of the bond you have selected relative to the 5%. Is the bond selling at a premium or a discount? Why? Be sure to show how you arrived at your answer. What other factors may influence the value of a bond?

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BUS 401 Week 2 Quiz

Check this A+ tutorial guideline at

http://www.bus401assignment.com/BUS-401-NEW/BUS-401-Week-2-Quiz

1.) The longer we have to wait for a future amount to be received

the lower its present value will be.

the higher its present value will be.

Time does not affect present value, so it doesn't matter how long we have to wait.

Beyond 10 years the value doesn't change anymore because 10 years might as well be 20 years.

2.) Compounding means that:

dollar interest the first year is multiplied by the number of years to get total interest.

the same dollar amount of interest is paid each period.

interest is paid on interest earned in earlier periods.

the rate of interest grows over time.

3.) An ordinary annuity has its first payment ______, but an annuity due has its first payment _________.

at the beginning of the period; at the beginning of the period.

at the beginning of the period; at the end of the period.

at the end of the period; at the end of the period.

at the end of the period; at the beginning of the period.

4.) The great majority of stock trades occur:

in the secondary markets.

in the primary market.

as IPOs (initial public offerings).

directly between the company and investors.

5.) Shareholders gains come in the form of:

only dividends.

only capital gains.

dividends and capital gains.

interest payments.

6.) Interest rates are given as annual rates. If semiannual (twice a year) compounding is being used, then you would make the following adjustments:

Double the rate and double the number of years.

Double the rate and halve the number of years.

Halve the rate and halve the number of years.

Halve the rate and double the number of years.

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⏰ Last updated: Jul 24, 2018 ⏰

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