Answer:
b. supply of dollars in the market for foreign-currency exchange shifts left
Explanation:
In the case when the expected return on the US assets should be rise while keeping other things constant so it reduced the dollar supply because the investors in US would begins switching the international investment to the domestic due to this it reduced the supply. This cause to shifting the supply curve to the left
Therefore the option b is correct
Answer:
$9,3
Explanation:
COST RETAIL RATIO
Inventory, May 1 $10,440 $14,500 .72
Purchases 31,550 42,900
Freight-in 2,000
Purchase discounts
(250)
Net markups 3,400
Net markdowns (1,300)
Totals excluding beginning inventory
33,300 45,000 .74
Goods available $43,740 59,500
Sales (46,500)
Inventory, May 31 $13,000
Estimated inventory, May 31
($13,000 × .72) $ 9,360
The share price falls when a dividend is paid because the reduction in cash decreases the market value of assets.
After a stock price goes ex-dividend, the share price in the market typically decreases by the amount of the dividend paid in order to reflect the fact that new shareholders there are not entitled to that payment.
In the market, when the dividends are paid out as stock instead of cash, then this can dilute earnings, which can also have a negative impact on share prices in the short term.
Hence, there is still no direct connection between a company's dividend and its stock price.
To learn more about dividends here:
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Answer:
The present value of the contract is 0.5% higher if the rent is paid at the beginning of the month. That is equal to $11.28 for every $100 of rent.
Explanation:
if the rent is paid at the beginning of the month, the present value of the lease contract will be:
PV = monthly rent x PV annuity due factor
we are not given the monthly rent, but we know the PV annuity due factor for 0.5% and 24 periods = 22.67568
if the rent is paid at the end of the month, the PV = monthly rent x PV ordinary annuity factor
the PV ordinary annuity factor, 0.5%, 24 periods = 22.56287
assuming that the rent is $100 (just to calculate a %), the PV of an annuity due = $2,267.57
the PV of an ordinary annuity = $2,256.29
the difference between them = [($2,267.57 / $2,256.29) - 1] x 100 = 0.5%
Answer:
Annual deposit= $60,982.31
Explanation:
Giving the following information:
Future Value= $2,500,000
Number of periods= 20 years
Interest rate= 0.07
<u>To calculate the annual deposit, we need to use the following formula:</u>
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (2,500,000*0.07) / [(1.07^20) - 1]
A= 60,982.31