When a company has both the common and preferred stock, then, its ROE must be adjusted by subtracting the preferred stock balance from the total stockholders' equity and subtracting preferred stock dividends from net income.
The ROE means Return on equity.
Return on equity is used to measure the profitability of a business in relation to its equity.
If the company have common and preferred stock, then, its ROE must be adjusted by subtracting the preferred stock balance from the total stockholders' equity and subtracting preferred stock dividends from net income.
Therefore, the Option A and C is correct.
Missing options includes <em>"A) subtracting the preferred stock balance from the total stockholders' equity, B) adding the preferred stock dividends to net income, C) subtracting preferred stock dividends from net income
, D) adding the preferred stock balance to total stockholders' equity"</em>
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Answer:
b. increase his consumption of Y.
Explanation:
A normal good is a good whose demand increases when income rises and falls when income falls.
If good Y is a normal good, Prince would increases its consumption when income rises.
I hope my answer helps you
Answer:
R=154.66941
Explanation:
the payment will be made monthly so we need to convert the 5.99% APR in to moths
Monthly Interest =5.99%/12 = 0.499%
Total payments = 60
Amount Borrowed = $8000
Rental = ?
Using the annuity formula = P=R*(1-(1+i )^-n ) / i
So we have = 8000=R*(1-(1+0.499%)^-60) / 0.499%
8000=R* (1-0.74181) / 0.499%
8000=R* 0.25818/ 0.499%
8000=R*51.72321
R=8000/51.72321
R=154.66941
Answer:
d. 5.14%.
Explanation:
Calculation to determine the best estimate of the after-tax cost of debt.
First step
Based on the information given we would make use of rate formula in excel.
=rate(nper,pmt,-pv,fv)
Where,
nper= coupon every six months for 20 years = 40 coupon payments
Pmt =$1000*7.25%*6/12=$36.25
Pv = $875
Fv =$1000
Let plug in the formula
=rate(40,36.25,-875,1000)=4.28% semiannually
=4.28% *2=8.56% annually
Now let calculate the after tax cost of debt using this formula
After tax cost of debt=8.56%*(1-t)
Where,
t represent tax rate of 40%
Let plug in the formula
After tax cost of debt=8.56%*(1-0.4)
After tax cost of debt=5.14%
Therefore the best estimate of the after-tax cost of debt is 5.14%
Answer: $25000
Explanation:
From the question, we are informed that Betty made a 20% profit on a residential lot she sold for $30,000. Let the cost price of the property be represented by x.
Therefore, (100% + 20%) of x = $30000. This means that 120% of x = $30000.
120% × x = $30000
1.2x = $30000
x = $30000/1.2
x = $25000
Therefore, the amount paid for the property is $25000
