a. MONTHLY PAYMENT = $68.74
p = 1800 , r = 22% / 12 = 1.83% n = 36
= P x r x (1+r)n / (1+r)n - 1
= 1800 x 1.83% x (1+1.83%)36 / (1+1.83%)36 - 1
= 68.74
b. Interest paid over the life = MONTHLY PAYMENT x N - PRINCIPAL
= 68.74 x 36 -1800
=2474.64 - 1800
=674.64
no. of payments | principal | installments | interest | principal prepayment | closing balance | |
c. | 1 | 1800 | ₹ 68.74 | 33 | ₹ 35.74 | ₹ 1,764.26 |
d. | 2 | ₹ 1,764.26 | ₹ 68.74 | 32.34471505 | ₹ 36.40 | ₹ 1,727.86 |
e. monthly payment remains constant over the life of loan while interest decreases over the life of loan and principal repayment increases as the number of payment increase
please appreciate the work
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