How long will it take a certain sum of money to triple itself at 13 1 3 per annum simple interest?

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15 Questions 15 Marks 10 Mins

Given:

Rate (R) = 20%

Formula used:

S.I. = (P × R × T)/100

Where, S.I. → Simple Interest

P → Principal

R → Rate 

T → Time 

Calculations:

Let the sum of money be  Rs. P.

So, A = 3P

And S.I. = A - P = 3P – P = 2P

Thus T = (100 × S.I.)/(P × R) 

⇒ T = (100 × 2P)/(P × 20) = 10 years

∴ The required time is 10 years.

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How long will it take a certain sum of money to triple itself at 13 1 3 per annum simple interest?

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Updated On: 27-06-2022

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At what time will a sum of money triple itself at the rate of `13(1)/(3)%` per annum?

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A sum of money at simple interest triple itself in 15 years. It will become 5 times of itself in ____

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How long will it take a certain sum of money to triple itself at 13 1 3 per annum simple interest?

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How long will it take a certain sum of money triples itself at 13 1/3 simple interest?

= 15 years. Was this answer helpful?

How long it will take a certain sum of money to triple itself?

A sum of money triples itself in 8 years.

How long does it take for a sum of money to triple itself at a simple interest rate of 5% per annum?

Detailed Solution The sum of money triples itself. ∴ The number of years by which a sum will triple itself at 5% p.a is 40 years.

How long will it take a certain sum of money to triple itself at 10% per annum simple interest?

⇒T=x×152x×100=340=13. 3 years.