A person amortizes a loan of ₹150000 for a new home by obtaining a 10 year mortgage at the rate of 12% compounded monthly. Find total interest paid (Given $a_{120/0.01}= 69.6891)$ |
₹10236.12 ₹107236.12 ₹108290.40 ₹10629125 |
₹108290.40 |
The correct answer is option (3) : ₹108290.40 $P= ₹150000, i=\frac{12}{1200}=0.01, n =10× 12 = 120$ $EMI=\frac{P}{a_{\overline{n}/i}}=\frac{150000}{69.6891}$ $=₹2152.43$ Total interest paid $=n ×EMI-P$ $=120×2152.42-150000$ $=₹108290.40$ |