Solution
Present value of annuity=Annuity amount*((1-(1/(1+r)^n))/r)
Where
r-periodic intrest rate-6/12=.5% per month
n=number of periods=16*12=192
Annuity amount=3000
Therefore
Present value of annuity=3000*((1-(1/(1+.005)^192))/.005)
Thus Present value of annuity=369714.0759
can you please hand write the steps and the answer. please i need the answer. 12)...
can you please hand write the steps and the answer please. i
need the answer please
4) 8) $25,000 is invested at 6% compounded quarterly how much money is in the account after 10 year?
can you hand write the steps and the answer please. please i
need the answer
10) If an investment earns 8% compounded continuously, how much should you deposit now to have $20,000 six years from now?
Can you please hand write the answers amd work. please I need
the answers for a and b.
14) a) Find the monthly payments on a $200,000 thirty year mortgage if the interest rate is 4.5% compounded monthly b) Find the unpaid balance after 8 years
Please answer the following questions and show work. Thank
you!
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Please answer the following on a financial calculator with given
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