Answer:
1.4
Explanation:
Given that
Q1 = 200
P1 = $200
Q2 = 300
P2 = $ 150
Recall that
Midpoint formula = Q2 - Q1/(Q2 + Q1)/2 ÷ P2 - P1/(P2 + P1)/2
= 300 - 200/(300 + 200)/2 ÷ 150 - 200/(150 + 200)/2
= 100/250 ÷ -50/175
= 0.4 ÷ 0.285
= 1.4
Answer:
Our P = 17540 $
Explanation:
Amount of Insurance Policy = 50000$
premium reserve at 10th Year = 8000$
Net Premium for the policy = 900$
Annual Interest Rate = 6%
Net Premium at the age of 46 = ????
900 * 10 years = 9000$
9000 + Interest rate @ 6% = 9540$
Net Premium + Premium reserve of 10 Years = 9540 +8000 = 17540$
P = 17540 $
Note: As similar policy have interest rate @ 6%,which is paid every year,
At the age of 46, Net premium reserved amount also will be recovered.
Answer:
KJ Pharma Corporation
KJ Pharma's after-tax cost of debt is:
= 4.55%.
Explanation:
a) Data and Calculations:
Face value of the bond = $100
Annual coupon rate (cost of debt) = 6.5%
Maturity period of bond = 20 years
Tax rate = 30%
After-Tax Cost of Debt = 6.5 (1 - 0.3)
= 4.55%
b) KJ Pharma's after-tax cost of debt is the interest paid on the bond less any income tax savings accounted for as deductible interest expenses. To calculate the after-tax cost of debt, KJ subtracts the company's effective tax rate from 1 and multiplies the difference by its cost of debt.