We know that ,
↣ A = P + I
↣ I = A - P
↣ I = 3836 - 3425
↣ I = 411
Also,
[tex]Simple \: Interest \: = \frac{Principal \: \times Rate \times Time}{100} \\ \\ I = \frac{PRT}{100} \\ \\ 411 = \frac{3425 \times 6 \times T}{100} \\ \\ T = \frac{41100}{20550} \\ \\ T = 2 \: years[/tex]
Hence,
Given that :-
To find:-
Solution:-
Firstly , We are using Compound interest ;
[tex]=> Amount = Principal + Interest[/tex]
[tex]=A = P + I\\= I = A - P\\= I = 3836 - 3425\\= I = 411[/tex]
Hence , Interest is ₹411
Secondly , We are using Simple interest ;
[tex]Simple Interest => \frac{P * R * T }{100} \\\\411 => \frac{3425 * 6 * T}{100} \\\\Time => \frac{41100}{20550} \\\\Time => 2 yrs[/tex]
Hence , Time = 2 yrs
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hope it helps :D
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Answers & Comments
Given :-
To Find :-
Solution :-
We know that ,
↣ A = P + I
↣ I = A - P
↣ I = 3836 - 3425
↣ I = 411
Also,
[tex]Simple \: Interest \: = \frac{Principal \: \times Rate \times Time}{100} \\ \\ I = \frac{PRT}{100} \\ \\ 411 = \frac{3425 \times 6 \times T}{100} \\ \\ T = \frac{41100}{20550} \\ \\ T = 2 \: years[/tex]
Hence,
Given that :-
To find:-
Solution:-
Firstly , We are using Compound interest ;
[tex]=> Amount = Principal + Interest[/tex]
[tex]=A = P + I\\= I = A - P\\= I = 3836 - 3425\\= I = 411[/tex]
Hence , Interest is ₹411
Secondly , We are using Simple interest ;
[tex]Simple Interest => \frac{P * R * T }{100} \\\\411 => \frac{3425 * 6 * T}{100} \\\\Time => \frac{41100}{20550} \\\\Time => 2 yrs[/tex]
Hence , Time = 2 yrs
______________________________________________________
hope it helps :D