In: Finance
Suppose, Monthly payment on 1,000 loan at 19% add on for 5 years
= (1000 + 1000 * 19% *5)/60 = 32.50
Monthly payment on loan of 1,000 at 31.7% APR is:
Monthly payment | = | [P × R × (1+R)^N ] / [(1+R)^N -1] | |
Using the formula: | |||
Loan amount | P | $ 1,000 | |
Rate of interest per period: | |||
Annual rate of interest | 31.700% | ||
Frequency of payment | = | Once in 1 month period | |
Numer of payments in a year | = | 12/1 = | 12 |
Rate of interest per period | R | 0.317 /12 = | 2.6417% |
Total number of payments: | |||
Frequency of payment | = | Once in 1 month period | |
Number of years of loan repayment | = | 5 | |
Total number of payments | N | 5 × 12 = | 60 |
Period payment using the formula | = | [ 1000 × 0.02642 × (1+0.02642)^60] / [(1+0.02642 ^60 -1] | |
Monthly payment | = | $ 33.41 |
Monthly payment with APR is 33.41
Given statement is FALSE