Assume you are to receive a $10-$year annuity with annual payments of $$1000.$ The first payment will be

received at the end of Year $1,$ and the last payment will be received at the end of Year $10.$ You will invest each

payment in an account that pays $9$ percent compounded annually. Although the annuity payments stop at the

end of year $10,$ you will not withdraw any money from the account until $25$ years from today, and the account

will continue to earn $9\%$ for the entire $25-$year period. What will be the value in your account at the end of Year

$25($rounded to the nearest dollar$)?$

Select one:

a$.$ $$48,359$

b$.$ $$35,967$

c$.$ $$48,000$

d$.$ $$55,340$

e$.$ None of these solutions is correct