$2,095.30 interest will she pay by the time the loan is repaid
Solution:
The $5,500 guaranteed Stafford loan is taken from Gertrude.
The loan has a monthly compounding interest rate of 6.8 percent.
Price current= $5,500.
Present Value = $5,500
Time period = 10 years
So , N = 10 x 12 = 120 months.
Interest rate, R = 6.8/1200 = 0.005666667
PV = Pmt * [1 - (1+R)^(-N)]/(R)
5500 = Pmt * [1 - (1+0.005666667)^(-120)]/(0.005666667)
Pmt = $63.29418157
She got full refund. = 63.29418157 x 120 = $7,595.30
Interest paid = Total repayment - Loan Principal
= $7,595.30 - $5,500
= $2,095.30
Answer: both I and II are TRUE
Explanation:
Many firm experience a life cycle characterized by non-constant growth. And For non-constant growth firms, stock price is not equal to the present value of all future dividend payments.
Answer:
e. $153,156
Explanation:
From 9/1/14, he needs $50,000 every year for 4 years to fund the tuition fees. Therefore, present value of the amount needed at 9/1/14 using the Present value of annuity due formula
= 50,000 * {1+ (1/(1.05)^4) } / 0.05 * (1.05)
= $186,162
$186,162 is the amount needed after 4 years. Amount you need to invest today to have this amount in four years = $186,162/(1.05)^4 = $186,162/1.21550625 = $153,156.40
Answer:
The answer is: A) $0
Explanation:
I am assuming Stuart's stock is part of his retirement account. If this is true, then the stock dividends and stock splits are not taxed as they are earned (but they will be taxed later when Stuart starts receiving his distributions).
If Stuart's stock was not part of his retirement account, then he would have to pay taxes (usually a 15% tax rate applies).