Question

The monthly pack of a broadband connection costs ₹236, inclusive GST. If the GST charge is 18%, the selling price advertised by the company is _______

Answer 1

Given:

The monthly pack of a broadband connection costs ₹236, inclusive GST.

If the GST charge is 18%

To find:

The selling price advertised by the company

Solution:

The cost of the monthly pack inclusive of GST = Rs. 236

The rate of GST = 18%

Let "x" represent the selling price advertised by the company i.e., the price exclusive of GST.

We know,

The price that is inclusive of GST = Price exclusive of GST + GST

i.e., $236 = x + 18\% \:of\: x$

$\implies 236 = x + \frac{18}{100} x$

$\implies 236 = x + 0.18 x$

$\implies 236 = 1.18 x$

$\implies x = \frac{236}{1.18}$

$\implies \bold{x = 200}$

Thus, the selling price advertised by the company which is exclusive of GST is → ₹ 200.

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Answer 2

Step-by-step explanation:

Given:

The monthly pack of a broadband connection costs ₹236, inclusive GST.

If the GST charge is 18%

To find:

The selling price advertised by the company

Solution:

The cost of the monthly pack inclusive of GST = Rs. 236

The rate of GST = 18%

Let "x" represent the selling price advertised by the company i.e., the price exclusive of GST.

We know,

The price that is inclusive of GST = Price exclusive of GST + GST

i.e., 236 = x + 18\% \:of\: x236=x+18%ofx

\implies 236 = x + \frac{18}{100} x⟹236=x+

100

18

x

\implies 236 = x + 0.18 x⟹236=x+0.18x

\implies 236 = 1.18 x⟹236=1.18x

\implies x = \frac{236}{1.18}⟹x=

1.18

236

\implies \bold{x = 200}⟹x=200

Thus, the selling price advertised by the company which is exclusive of GST is → ₹ 200.

-------------------------------------------------------------------------------------------

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Find SP; IF MP =15,750 , DISCOUNT IS 5% AND GST IS 12%

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The marked price is of an article is 3500and the rate of GST is 12%. A shopkeeper allows a discount of 20% and still makes a profit of 10%. Find the original cost price of the article and selling price including GST.

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