A person amortizes a loan of Rs 1500000 for renovation of his house by 8 years mortgage at the rate of 12% p.a. compounded monthly. Find the equated monthly installment. (Given $(1.01)^{96}=2.5993, (1.01)^{57}=1.7633)$ |
₹24379.10 ₹25639.16 ₹26395.65 ₹27365.48 |
₹24379.10 |
The correct answer is option (1) : ₹24379.10 Given $P=₹1500000, n=12×8=96\, months $ i.e $i=\frac{12}{1200}=0.01$ $EMI=\frac{1500000×0.01(1.01)^{96}}{(1.01)^{96}-1}$ $=₹24379.10$ |