EMI = [P x R x (1+R)^N]/[(1+R)^N-1] | ||||||
Where, | ||||||
EMI= Equal Monthly Payment | ||||||
P= Loan Amount i.e.$89050 | ||||||
R= Interest rate per period i.e.6.5%/12 =0.541666667% | ||||||
N= Number of periods i.e.12*25 =300 | ||||||
= [ $89050x0.005 x (1+0.005)^300]/[(1+0.005)^300 -1] | ||||||
= [ $482.35416073( 1.005 )^300] / [(1.005 )^300 -1 | ||||||
=$601.27 | ||||||
The monthly payment would be = Loan's monthly payment + monthly insurance and taxes expenses | ||||||
=$601.27 + ($936+380)/12 | ||||||
=$710.94 | ||||||
Note: Please note that the final answer may be different due to not rounding of intermediate calculations. | ||||||
and it also clarifies that the does not mention specifically whether the interest to be charged in | ||||||
taxes and insurance expenses or not. I have not charged interest on it. Let me know if it shows wrong. |
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