Loans, Part III: Time After Time.

In this part of the project, you will be examining how the length of time planned to pay off a loan $($called the term to the loan$)$ affects the loan payments.

F$.$ Frankie is going to take out a $$10,000$ loan at $3\mathrm{.}6\%$ APR with monthly payments.

$15.$ If the loan is to be repaid over $10$ years, what will Frankie$$s monthly payments be$?($Round up to the cent.$)$

How much will they pay over the life of the loan?

$16.$ If the loan is to be repaid over $15$ years, what will Frankie$$s monthly payments be$?$

$($Round up to the cent.$)$

How much will they pay over the life if the loan?

$17.$ If the loan is to be repaid over $20$ years, what will Frankie$$s monthly payments be$?$

$($Round up to the cent.$)$

How much will they pay over the life of the loan?

$18.$ If the loan is to be repaid over $25$ years, what will Frankie$$s monthly payments be$?$

$($Round up to the cent.$)$

How much will they pay over the life of the loan?