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In how many years an amount will be doubled at a rate of 18.75% simple interest per year?
1. 4 years 5 months
2. 5 years 4 months
3. 6 years 2 months
4. 6 years 5 months

1 Answer

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Best answer
Correct Answer - Option 2 : 5 years 4 months

Given:

Amount = 2 × Principal

Rate = 18.75% per annum 

Formula used:

(i) SI = PRT/100

(ii) A = SI + P

Where, A = Amount

SI = simple interest

P = principal

R = rate

T = time

Calculations:

SI = (P × R × T)/100

⇒ SI = (P × 18.75 × T)/100

⇒ SI = 3PT/16

A = SI + P

⇒ 2P = (3PT/16) + P

⇒ 2 = (3T/16) + 1

⇒ 1 = 3T/16

⇒ T = 16/3 years

⇒ T = 5 years 4 months

∴ In 5 years 4 months the amount will be doubled at a rate of 18.75% simple interest per year.

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