Answer:
5.93%
Explanation:
Cumulative Dividend for both (5.56+5.88) $11.44
share price for both types of preferred stock (95.55+97.5) $193.05
Cost of preferred stocks $11.44/193.05=5.93%
Answer: b. an asset for the bank and a liability for Kellie's Print Shop. The loan does not increase the money supply.
Explanation:
Banks make money by loaning out money to people and companies. This means that loans are an asset to banks because it enables them to generate cash.
Kellie's Print Shop will have to pay back to loan however which means that it is a liability to them because they owe the bank.
This loan will not increase the money supply because if not explicitly stated that it does, we assume that the loan was made from bank deposits by other bank customers which means that it is already part of the money supply.
Answer:
$2,950
Explanation:
assuming that year 2000 is the base year:
real GDP for 2003 = (bikini price 2000 x bikini quantity 2003) + (speedos price 2000 x speedos quantity 2003) = ($75 x 30) + ($50 x 14) = $2,950
base year's prices become the real prices of the economy, and any change in real GDP is given by changes in output
Answer:
$124,440
Explanation:
Given a monthly principal and interest payment of $679, over the 30 year period, Naomi would have paid back
$679 * 30 year * 12 months in a year
= $244,440
With a loan amount of @120,000, the interest portion of the total repayment is therefore = total repayment less the loan amount
= $244,440 - $120000
= $124,440.
Answer:
The correct option is option e)
not trade movie tickets for basketball tickets because his marginal utility per dollar spent on movie tickets is greater than his marginal utility per dollar spent on basketball tickets.
Explanation:
The cost of one movie ticket is $8 then Bills' four tickets will be $32.
The cost of a basketball ticket is $28.
Therefore if bill should trade 4 movie tickets for a basketball ticket he will make a loss of $ 4 so it is advisable for bill not to trade movie ticket for basketball ticket. And again his marginal utility per dollar spent on movie tickets is greater than his marginal utility per dollar spent on basketball tickets.
