Math, asked by shannutalluri, 6 days ago

Pls help me in this question. :(

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Answers

Answered by TheAestheticBoy
5

Question :-

Find the Simple Interest and Amount when :-

  • Principal = Rs. 1500
  • Rate of Interest = 12 %
  • Time Period = 3 years 3 months .

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Answer :-

  • Simple Interest = Rs. 585
  • Amount = Rs. 2085

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Explanation :-

  • Here, Principal is given Rs. 1500 . Rate of Interest is 12 % . Time Period is ( 13/4 ) . And, we have to calculate the Simple Interest and Amount .

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First, we will find Simple Interest :-

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 \Longrightarrow \:  \sf{Simple \: Interest =  \frac{P \times R \times T}{100} } \\

 \Longrightarrow \:  \sf{Simple \: Interest =  \frac{1500 \times 12 \times 13}{4 \times 100} } \\

 \Longrightarrow \:  \sf{Simple \: Interest =  \frac{15 \times 3 \times 13}{1 \times 1} } \\

 \Longrightarrow \:  \sf{Simple \: Interest = 15 \times 3 \times 13} \\

 \Longrightarrow \:  \sf{Simple \: Interest = Rs. \: 585} \\

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Now, we will calculate the Amount :-

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 \Longrightarrow \:  \sf{ Amount = Principal + Simple \: Interest} \\

 \Longrightarrow \:  \sf{Amount = 1500 + 585} \\

 \Longrightarrow \:  \sf{Amount = Rs. \: 2085} \\

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Hence :-

  • Value of Simple Interest = Rs. 585 .
  • Value of Amount = Rs. 2085 .

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 \begin{gathered}\begin{gathered}\boxed{\begin{array}{c} \\ \underline{ { \pmb {\sf \red{ \dag \:  \: More \: Formulas \:  \:  \dag}}}} \\  \\  \\ \footnotesize  \bigstar \:  \sf{Simple \: Interest =   \large \frac{Principal \:  \times \:  Rate \:  \times  \: Time}{100} } \\  \\  \\ \footnotesize   \bigstar \:  \sf{Principal =   \large\frac{100 \:  \times \: Simple\: Interest }{Rate \:  \times  \: Time} } \\  \\  \\    \footnotesize\bigstar \:  \sf{Rate  =   \large \: \frac{100 \:  \times \:  Simple\: Interest}{Principal \:  \times  \: Time} } \\  \\   \\  \footnotesize \bigstar \:  \sf{Time =   \large \: \frac{100 \:  \times  \: Simple\: Interest}{Principal \:  \times  \: Rate} } \\  \\  \\  \footnotesize \bigstar \: \sf{Amount = Principal \:  + Simple\:Interest}\end{array}}\end{gathered}\end{gathered}

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