Sanjay takes a personal loan of ₹6,00,000 at the rate of 12% per annum for 'n' years, the EMI using flat rate method is ₹16,000. The value of n is: |
5 3 6 4 |
5 |
The correct answer is Option (1) → 5 $EMI=\frac{\text{Principal+Total Interest}}{\text{Number of months}}$ Total Interest = $P×r×n$ $=6,00,000×\frac{12}{100}×n$ $=72,000×n$ Total Payment = P + Total Interest $=6,00,000+72,000n$ Since EMI is 16,000 per month Total Payment = $16,000×12n$ $6,00,000+72,000n=16,000×12n$ $6,00,000=1,92,000n-72,000n$ $6,00,000=1,20,000n$ $n=\frac{6,00,000}{1,20,000}=5$ |