need formula for this question please! Hagan has a fixed rate mortgage of $534,000 at 5.4% for 20 years. The monthly payments are $3,643.22. How much will Hagan pay in interest after 20 years? $874,373 $562,836 $28,836 $340,373
well, total cost of a loan amounts to what?
its not about a formula, its about understanding whats actually working in the process. afterwards you can formulate to your hearts desire.
Well then I don't understand, I keep getting the last one which is $340,373 I don't feel like its right
then lets look at it this way do you agree that the total cost of a loan is what we pay for the loan amount and the interest? C = L + i
this total cost is divided up into so many payments ... 12 times a year for 20 years C = 12(20)(P) since the cost doesnt change, we can equate the 2 setups and solve for interest 12(20)P = L + i
but they put the interest rate in there? i'm lost now
340 373 is fine
the interest rate is just extra information .... you have to be able to parse thru the information to determine what is useless and what is important
total payments is the total cost of the loan; which is the sum of its amount plus interest NP = L+i NP - L= i
if we needed to determine what the monthly payments would be, then interest rate is valuable .... but they already give us this so its just redundant information
okay soo my answer was correct right?
12(20)(3643.22)-(534000) assuming my cranial math is good ... sure; lets dbl chk the wolf tho
http://www.wolframalpha.com/input/?i=12%2820%29%283643.22%29-%28534000%29 340 373 is fine
okay thank you!
yep
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