Math, asked by sakshisatna210, 12 days ago


Find the number of years to get ₹ 1,530 as interest on a loan of ₹ 1,500 at 4% per annum.​

Answers

Answered by george0096
3

Answer:

  • The time in which ₹1500 will amount to ₹1530 at a rate of 4% per annum is 1/2 years.

Step-by-step explanation:

Given that:

  • Amount = ₹1530
  • Principal = ₹1500
  • Rate = 4% per annum

To Find:

  • Time.

Let us assume:

  • The required time be x.

Finding Simple Interest:

As we know that:

  • Simple Interest = Amount - Principal

Substituting the values,

Simple Interest = ₹(1530 - 1500)

= ₹30

Finding time:

As we know that:

\sf{\circ\;SI=\dfrac{P\times R\times T}{100}}

Where,

  • P = Principal
  • R = Rate
  • T = Time

Substituting the values,

\rm{\longmapsto30=\dfrac{1500\times 4\times x}{100}}

Cutting off the zeros,

\rm{\longmapsto30=\dfrac{15\!\!\!\not{0}\!\!\!\not{0}\times 4\times x}{1\!\!\!\not{0}\!\!\!\not{0}}}

\rm{\longmapsto30=15\times4\times x}

Multiplying RHS,

\rm{\longmapsto30=60x}

Transposing 60 from RHS to LHS and changing its sign,

\rm{\longmapsto\dfrac{30}{60}=x}

Dividing the numbers,

\rm{\longmapsto\dfrac{1}{2}=x}

Hence,

  • x = 1/2

Therefore,

  • Required time = 1/2 years
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