Answer:
The statement which is correct and true is that the debt securities usually pay interest for the fixed period or year. Therefore, the correct option is B.
Explanation:
Debt securities are the securities which refer to a debt instrument like CD (Certificate of deposit, preferred stock, corporate bond and municipal bond, it is sold or bought among the parties.
It is also called as the securities which are fixed income, therefore, the statement which is correct is that these securities pay interest for a fixed period.
Answer:
the nominal annual interest rate on the payment plan is 15%
Explanation:
According to the question, a one-time payment for the speakers will cost $1,000
An installmental payment will have a $150 down payment and then another $100 fro ten subsequent months.
Calculating the total payment at tthe end of the payment plan will give
$150 + ($100 x 10months)
we have, $150 + $1,000 = $1,150.
This shows that at the end of the payment plan, the set of speakers would have cost $1,150 instead of $1,00 one-time payment.
Step 2:
To calculate the interest rate, we subtract the one-time price from the payment plan price and express it as a percentage of the one time price to get tthe interest rate.
$1,150-$1,000 = $150
then we have,
($150 ÷ $1,000) × 100%
= 0.15 × 100%
- 15%
The nominal annual interest rate is 15%.
Cheers.
"A delicious hot pizza, delivered promptly to your door" is also known as domino's slogan in order to attract more clients or that is to increase the target market.
Answer:
b.
Explanation:
Based on the scenario being described within the question it can be said that George is a creative salesperson, and is the main reason why he is so valued. This creativity allows George to come up with all the new ideas that others may not be able to come up with, and these ideas and tactics create value to the company.
Answer:A and C
Explanation:
Interest is compounded in savings accounts and me to reduce the amount that I must deposit today and still have my desired $1 million on the day I retire then I should either, invest in a different account paying a higher rate of interest meaning the invested amount will be compounded at a higher rate thus my initial investment amount requirement reduced. Or, since compounded interest is a function of time, if I retire later, that would mean a longer time for my initial investment to compound to $1 million, thus reducing my initial investment amount requirement.
