Naaz borrows Rs. 12500at 12% per annum for 3 years at simple interest and zara borrows the same amount for the same time period at 10% per annum, compound annually. Who pays more interest and how much
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Naaz: simple interest
Principle: ₹ 12500
Rate:12%
Time:3yrs
SI = p *r*t / 100
=12500*12*3 /100
= ₹4500
So Naaz pays rs 4500 as simple interest.
——————————————————————-
Zara : compound interest
Principle =₹12500
Rate:12%
Time= 3 years
Compound interest = principle ( 1 + r /100) ^3
=12500 ( 1+ 12/100)^3
= 12500( 100/100 +12/ 100)^3
= 12500( 112/100) ^3
= 12500 * 112/100*112/100*112/100
= 17561.6
So Zara pays rs 17561.60 as compound interest.
So Zara pays more interest by rs13061.6
Principle: ₹ 12500
Rate:12%
Time:3yrs
SI = p *r*t / 100
=12500*12*3 /100
= ₹4500
So Naaz pays rs 4500 as simple interest.
——————————————————————-
Zara : compound interest
Principle =₹12500
Rate:12%
Time= 3 years
Compound interest = principle ( 1 + r /100) ^3
=12500 ( 1+ 12/100)^3
= 12500( 100/100 +12/ 100)^3
= 12500( 112/100) ^3
= 12500 * 112/100*112/100*112/100
= 17561.6
So Zara pays rs 17561.60 as compound interest.
So Zara pays more interest by rs13061.6
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