Answer:
31%
Explanation:
The current price is $3,863.99
The precious price is $5,599.99
The actual difference in price is $5,599.99 - $3,863.99
=$ 1, 736.00
Percentage decrease will be actual decrease/ original price X 100
= $ 1736.00/ $5,599.99 x 100
=0.31 x 100
=31%
Answer:
$500 million
Explanation:
The solution of the money supply and its effect is here below:-
Decrease in money supply = $50 million ÷ reserve ratio
= $50 million ÷ 10%
= $500 million
If $50 million were used to repay loans, that will have raised money supply. Thus, buying $50 million in government securities from the fed reduces the supply of capital.
Answer:
$70000
Explanation:
We have been give in this question that a 100 percent of FORcos share belongs to piper. He owns a 100 percent fully. Piper has to include that which he deposited. 7 million dollars of 2 percent
= 7million dollars x 1 percent
= 7000000 x 0.01
= $70000
So piper has to include in gross income her share of FORcos f income for investment in united states property and this has been calculated as 70000
Answer:
Maximum price to be paid for the stock = $12.43
Explanation:
The Dividend Valuation Model is a technique used to value the worth of an asset. According to this model, the worth of an asset is the sum of the present values of its future cash flows discounted at the required rate of return.
<em>Hence the value of the stock would be the present value of its future dividend discounted at 15%</em>
Year PV of dividend
1 8 ×1.15^(-1)
2 4 × 1.15^(-2)
3. 2 × 1.15^(-3)
4 2 × 1.15^(-4)
PV of dividend = (8 ×1.15^-1) + (4 × 1.15^-2) + (2 × 1.15^ -3) + (2× 1.15^-4) = 12.439
Maximum price to be paid for the stock = $12.43
Answer:
This problem assumed a zero maturity risk premium, but that is probably not valid in the real world.
Explanation:
Consider the following definition
Maturity risk premium determines a bond’s price. Other risks include the chance that the bond issuer will fail to make its payments and the risk that you won’t be able to quickly find a buyer for the bond when you want to sell it, forcing you to lower your asking price.