Answer:
b. $524.94
Explanation:
We need to solve for the PTM of a 6 year annuity with quarterly payment discount for 6.25% compounding quarterly as well:
PV $10,438.8800
time 24 (6 years x 4 quarter per year)
rate 0.015625 8 ( 0.0625 / 4 )
The payment every quarter will be for:
PTM $ 524.942
Answer:
The answer is =16.7%
Explanation:
Earnings before interest and taxes(EBIT) = $145,000
Tax rate is 25%
Therefore, the applicable tax rate on the earnings is 100% - 25% = 75%
So the Net income is 0.75 x $145,000
Net income = $108,750
The project is financed by 100percent equity and the cost is $650,000.
ROE(Return on Equity) = net income/equity
$108,750/$650,000
=16.7%
Answer:
10%
Explanation:
Given that,
Interest at last year debt = 8%
Current year cost of debt = 25% higher
Firms paid for debt last year = 10%
Firms paid for debt in current year = 12.50%
Kd - cost of debt
Yield = Interest at last year debt × (1 + increase in cost of debt)
= 8% × (1 + 0.25)
= 8% × 1.25
= 10%
Kd = Yield (1 – T)
Kd = 10% (1 – 0)
= 10% (1)
= 10%
Therefore, after tax cost of debt would be 10%.
Answer:
The statement is: True.
Explanation:
The Annual Rate of Return or Yearly Rate of Return is the amount earned over an investment within one year. It is typically represented as a percentage and takes into consideration capital appreciation and the payment of dividends. The formula to calculate the annual rate of return is the following:
Annual Rate of Return = (EYP - BYP)/BYP X 100%
Where:
EYP = End of year price
BYP = Beginning of year price
Answer:
They were 10 friend
Explanation:
We can construct the equation system as follows:
we can solve for the number of friend by using subtritution:
we get a quadratic formula we solve for the positive root
f = 10
We know check if the root is correct:
800 / 10 = 80
800 / (10 - 2) = 100
