Math, asked by dashrathsingh92, 8 months ago

find the principal That will amount to RS 2360 in 3 years at 12 percent per annum​

Answers

Answered by prince5132
9

GIVEN :-

  • Amount (A) = Rs. 2360
  • Time (T) = 3 years.
  • Rate (R) = 12 P.A

TO FIND :-

  • The Principal (P)

SOLUTION :-

★ Let the Principal be x,

 \implies \boxed{ \boxed{\red{ \bf \:S.I = \dfrac{ P \times R \times T}{100}}}}

 \to \bf \:  \dfrac{x \:  \times 12  \:  \times 3}{100}  \\  \\  \to \bf \:  \dfrac{12x \:  \times 3}{100}  \\ \\  \to \bf \dfrac{\cancel{36}x}{\cancel{100}} \\  \\  \to \boxed{ \red{ \bf \dfrac{9x}{25}  \: }}

 \implies \boxed{ \boxed{ \red{ \bf \:Amount  = P + S.I }}} \\  \\  \to \bf \: 2360 = x +  \dfrac{9x}{25}  \\  \\ \to \bf \:  2360 =  \dfrac{25x}{25}  +  \dfrac{9x}{25}  \\  \\  \to \bf \: 2360 =  \dfrac{25x+ 9x}{25}  \\  \\  \to \bf \: 2360 =  \dfrac{34x}{25}  \\  \\  \to \bf \: x =  \dfrac{2360 \times 25}{34}  \\  \\  \to \bf \: x \:  =  \dfrac{59000}{34} \\  \\  \to \boxed{ \red{ \bf x  \approx  1735.29}}

Hence the Principal is Rs. 1735.29

VERIFICATION :-

\to \boxed{ \red{ \bf \:Amount  = P + S.I }} \\  \\  \to \bf \: 2360 = 1735.29  + 624.70 \\  \\  \to \bf \: 2360 \approx \: 2359.99 \\  \\  \to \bf \: 2360 = 2360 \\  \\  \implies \boxed{ \red{ \bf \: HENCE  \:  \: VERIFIED \: }}

Answered by senapatibanasmita1
1

Answer:

1735.29

Step-by-step explanation:

Hope it answer will be help you

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