a)
Suppose $600 is invested at 5% interest, compounded quarterly for
2.5 years. How much money is in the account after 2.5 years?
b) How much shoukd you pay each year for 15 years into an
ordinary annuity that pays 3.15% interest compunsed annually so
that at the end, you have $43,000 in the account?
c) A building manager sets up a sinking fund so that there is
enough money when the HVAC system needs to be replaced in 6...
Josh deposited $800 in a savings account at 4.0% interest,
compounded monthly.
A) how much money will josh have in his account after 4
years?
B) After how many years will josh have $2000 in his account(if
he does not withdraw any money)?
The annual interest rate on a credit card is 18% with interest
compounded monthly. If a payment of $100 is made at the end of each
month, how many months will it take to pay off an unpaid balance of
$2,583.56 (assuming no additional purchases are made)?
Q6) If
you deposit $92,360 at 09.00% annual interest compounded quarterly,
how much money will be in the account after 12 years?
Q7) If
you deposit $907 into an account paying 05.00% annual interest
compounded monthly, how many years until there is $7,655 in the
account?
Q8) What
is the value today of receiving a single payment of $91,870 in 8
years if your required rate of return on this investment is 30.00%
compounded semi-annually?
Q9) If you deposit $573...
An investment pays 8% interest compounded continuously. If money
is invested steadily at the rate of
$16,000, how much time is required until the value of the
investment reaches $160000?
2) Given f'(t)=-0.5t-e^-2t, compute f(5)-f(3)
3) Find the area under the given curve over the indicated
interval.
y= 6x^2+x+3e^x/3; x=1 to x=5
Suppose you borrow $11,000 at an annual interest rate of 7%
compounded monthly over 36 months. At the end of the first year,
after 12 payments, you want to pay off the remaining balance in 8
equal MONTHLY installments. If the interest rate and the
compounding frequency remain the same, how much is each of the 8
payments.
You will deposit $9000 into an account with an annual interest
rate of 7% compounded monthly, leave the account untouched for 18
years, and then withdraw equal amounts at the end of each month for
the following 9 years, ending with a balance of $9000. What will
your monthly withdrawals be?
Assume you deposit $1,000 every month at a 6 percent annual
rate, compounded monthly. How much will you have at the end of 3
years? Round to the nearest dollar.