Ambadas took a loan of Rs 96,000 at compound interest from a bank to drill a well in his field. If the rate is 6.25 p.c.p.a. what amount will he have to pay to the bank, if he returns the loan after 2 years, what amount will he have saved had he been able to borrow the same amount at simple interest for the same period at the same rate?
Given: Principal (P) = Rs. 96000, Rate of Interest (R) = 6.25% and Number of years (n) = 2year
As simple interest (SI):


⇒ SI = Rs. 12000
For compound interest:
As Amount (A):




⇒ A = Rs. 108,375
As compound interest (CI),
CI = A - P
CI = 108375 - 96000
⇒ CI = Rs.12375
Difference between CI and SI is :
D = CI – SI
⇒ D = 12375 – 12000
⇒ D = Rs. 375
She would save amount = Rs. 375
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