Mr. Bharti wishes to purchase a flat for ₹6000000 with a down payment of ₹1000000 and balance in equal monthly payments for 20 years. If bank charges 7.5% p.a. compounded monthly, calculate the EMI. (Given $(1.00625)^{240}=4.4608)$ |
$₹43279.78$ $₹42279.76$ $₹41375.65$ $₹40279.70$ |
$₹40279.70$ |
The correct answer is option (4) : $₹40279.70$ Cost of flat $=₹60,00,000$ Cash payment $=₹10,00,000$ Balance $=₹50,00,000$ Given $P=₹50,00,000$ $n=12×20=240 months $ $i=\frac{7.5}{1200}=0.00625$ $∴EMI=\frac{5000000×0.00625×(1.00625)^{240}}{(1.00625)^{240}-1}$ $=₹40279.70$ |