Brant has a 40-year fixed rate mortgage for $245,500 with monthly payments of $878.85. The annual interest rate is 3%. What is the total cost of the principal and interest for this loan rounded to the nearest dollar?
please help!!
flvs ?
yeah *shooting myself* i dont want the answer, i just want help
I'm taking the same course -,- do you know the formula for this problem ?
no, im just starting mortgage, its the pretest
M=P[(i(1+1)^n*t)/(1+i)^(n*t)-1)] <---
that is so confusing, fml
the total cost of a loan is the total amount of payments made .... how may payments are made over 40 years?
M= Monthly payments P= The principal I= Interest rate expressed as (r/n) N= # of compounding year T=The length of the loan in years
you dont need to use the formula for determining the payment amount ... that is already given to you as part of the problem ....
this is why i hate this course
you simply need to add up all the monthly payments that were made over the 40 years ...
since the payments are made each month; how many months are in 1 year?
so is it 421848?
yes
yay, got it, it was a lot easier then it seemed lol
they like to throw in alot of useless information to see how well you can actually read and parse the correct information is all :)
okay, thanks!
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