Answer:
62.5% and 37.5%.
Explanation:
The computation of percentage is shown below:-
Let us assume the X be the weight in Risky Asset
And, 1 - X is the weight in Risk Free asset.
SO,
Particulars Rate Weight Weighted rate
Stock 11.00% X 0.11X
Risk free assets 3% 1 - X 0.03 - 0.03X
So, the equation will be
0.03 + 0.08 X = 0.08
0.08 X = 0.08 - 0.03
0.08 X = 0.05
X = 0.05 ÷ 0.08
= 0.625
The correct answer to the following question is Substitution.
Equity can be defined as the shares or stock that a company issues to the public to get the financing and these stocks represent ownership interest in the company.
Debt can be termed as the amount of money that one party borrows from other party and that has to be paid in future. Almost all companies borrow money from public, or another company or banks to expand their company.
When stocks or anything valuable are exchanged or replaced for one's existing debt , then we call this process Substitution .
If an individual taxpayer's marginal tax rate is 32 percent and he holds the following assets for more than a year, which gains will be taxed at the lowest rate at the time of sale-----Gains from personal-use property.
What is meant by a marginal tax rate?
The marginal tax rate is the amount of additional tax paid for every additional dollar earned as income. The average tax rate is the total tax paid divided by total income earned.
Tax rate
In a tax system, the tax rate is the ratio at which a business or person is taxed. There are several methods used to present a tax rate: statutory, average, marginal, and effective. These rates can also be presented using different definitions applied to a tax base: inclusive and exclusive
Learn more about marginal tax rate:
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Answer:
B. USD 2,500/-
Explanation:
She has evidently selected an annuity which will pay her USD 150,000 face value of the mentioned policy in addition to that also an amount of USD 25,000 in interest, both chunks in 10 increments, the interest is taxable.
Answer:
Ans. The current price of the stock is $135.13
Explanation:
Hi, first, we need to find the price of the stock in year 9, since in year 10 is when the company starts to pay dividends. I know it could sound weird, but due the nature of the following formula, all future cash flows are brought 1 period before the first payment, in our case, if the first dividend is going to be paid in year 10, all the future cash flows of the share (future dividends) are going to be brought to year 9. The formula as follows.
Things should look like this
So the present Value (in year 9) is $228.31, but we need it in the present, therefore, we have to use another formula to bring this value to present value, given the required rate of return.
Where:
Return: The required rate of return (discount rate)
n: number of years from zero.
Everything shold look like this.
So the current price of this stock is $135.13.
Best of luck.
