Answer:
selling price of this car is $22700
Explanation:
given data
zero interest = 72 months
monthly payment = $350
market interest rate = 3.5% per year = 0.2917 % per month
time = 6 year = 72 months
solution
we get here present value of annuity that is
present value annuity = ( 0.2917 % per month , 72 months )
present value annuity = 64.8568
so here selling price of car is
selling price = monthly payment × present value annuity ............1
selling price = $350 × 64.8568
selling price = $22700
so selling price of this car is $22700
Answer:
9.87%
Explanation:
Calculation to determine What APR do you have to earn in order to achieve your goal
$2.7 million = $600{[(1 + r)444 − 1] / r}
r = .0082*100
r=.82%
r = .82% × 12
r = 9.87%
Therefore the APR you have to earn in order to achieve your goal is 9.87%
Answer:
5.62%
13.75%
Explanation:
According to the DDM method,
the value of a stock = [dividend x ( 1 + growth rate)] / [cost of equity - growth rate]
67 = 0.4(1.05) / r - 0.05
multiply both sides of the equation by r -0.05
67(r - 0.05) = 0.42
divide both sides of the equation by 67
r - 0.05 = 0.006269
r = 0.0563
= 5.63%
b. the cost of equity using the capm method =
risk free rate of return + beta x ( expected return - risk free return)
5% + 1.25 x (12 - 5) = 13.75%