Question

how long it take for a sum of rs.12600 invested at 9% per annum simple interest to amount to 16002?​

Answer 1

Answer:

given data.

given data.principle P= rupees 12600

given data.principle P= rupees 12600rate of interest per annum R = 9%

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002therefore

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002thereforeSI = Amount–principle

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002thereforeSI = Amount–principleSI= 16002 - 12600

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002thereforeSI = Amount–principleSI= 16002 - 12600SI=3402

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002thereforeSI = Amount–principleSI= 16002 - 12600SI=3402so

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002thereforeSI = Amount–principleSI= 16002 - 12600SI=3402soSI = PRT/100

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002thereforeSI = Amount–principleSI= 16002 - 12600SI=3402soSI = PRT/100time T=SI×100/PR

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002thereforeSI = Amount–principleSI= 16002 - 12600SI=3402soSI = PRT/100time T=SI×100/PR T=3402×100/(12600×9)

given data.principle P= rupees 12600rate of interest per annum R = 9%amount= rupees 16002thereforeSI = Amount–principleSI= 16002 - 12600SI=3402soSI = PRT/100time T=SI×100/PR T=3402×100/(12600×9) T= 3 years

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Answer 2

$\huge\bf\underline{Answer}$

$\huge\boxed{T = 3 years}$

Explanation:-

Given :

Principal = Rs. 12600

Rate = 9% per annum

Amount = Rs. 16002

To find :

The time it will take.

Solution :

We know that,

Interest = (Amount - Principal)

= Rs.(16002 - 12600)

= Rs. 3402

Therefore, The interest is Rs.3402

Let the time taken be T

Now, We know that :-

$= > T = \dfrac{S.I \times 100}{P \times R}$

$= > T = \dfrac{3402 \times 100}{12600 \times 9}$

$= > T = 3 \: years$

Hence, the time it will take is 3 years respectively.