Question

this was the question. now tell me​

Answer 1

Answer:

Price before GST was added = ₹500

Step-by-step explanation:

Given that Sunita purchased a straightner for ₹540 including 8% GST. We are asked to find the price before GST was added.

Let's assume that the price of straighten be x (excluding GST).

This implies that amount of GST = 8% of x = 8x/100.

Now, according to the question:

8x/100 + x = 540

108x/100 = 540

x = 540 × 100/108

x = 500

Therefore the price of the straightner excluding GST is ₹500.

Learn more:

The full form of GST is Goods and Services Tax. It is a type of indirect tax which is applicable when we consume goods or services. It is a value added tax. It has been replaced by many custom duties and additional taxes.

There are three categories of GST:-

• CGST - Central Goods and Services Tax (levied on intra-state (within state) sale)
• SGST - State Goods and Services Tax (levied on intra-state sales)
• IGST - Integrated Goods and Services Tax (levied on inter-state (outside state) sale)

Note: The total GST in an intra-state sales comprises of both CGST and SGST where CGST = SGST and CGST + SGST = GST.

Answer 2

Answer:

$amount \: with \: gst \: is \: 540 \\ gst \: percentage \: is \: equal \: to \: 8\% \\ \\ let \: the \: original \: price \: be \: x. \\tax \: amount \:=gst \: percentage \times \: o.p. \\ = 8\% \times x \\ = \frac{8}{100} \times x \\ = \frac{8x}{100}$

$now \\ bill \: amount = original \: price +tax \: amount \: \\ 540 = x + \frac{8x}{100} \\ 540 = \frac{100x + 8x}{100} \\ 540 = \frac{108x}{100} \\ \frac{540 \times 100}{108}= x \\ \frac{270 \times 100}{54 } = x \\ \frac{135 \times 100}{27} = x \\ \frac{45 \times 100}{9} = x \\ 5 \times 100 = x \\ 500 = x$

Step-by-step explanation:

ans-500

i hope it helped have A nice day sis

just to let u know o. P. means original price