Then let the loan be for 4 years at an annual rate of 10 %
find the annual payment amount
S=L×i1−1(1+i)n=139770×0.11−1(1+0.1)4=139770.316986545=44093.35S=\frac{L\times i}{1-\frac{1}{(1+i)^n}}=\frac{139770\times 0.1}{1-\frac{1}{(1+0.1)^4}}=\frac{13977}{0.316986545}=44093.35S=1−(1+i)n1L×i=1−(1+0.1)41139770×0.1=0.31698654513977=44093.35
total loan amount:
44093.35×4=176373.444093.35\times4=176373.444093.35×4=176373.4
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