Question

The marked price of bicycle is rs 2800. If after a discount of 8%. GST at the rate 5% is charged. Find the sp of bicycle.

Answer 1

Marked Price = Rs 2800

Find the price after discount:

Discount = 8% x 2800 = 0.08 x 2800 = Rs 224

Price after discount = Rs 2800 - Rs 224 = Rs 2576

Find the price after GST:

GST = 5% x 2576 = 0.05 x 2576 = Rs 128.80

Price with GST = 2576 + 128.80 = Rs 2704.80

Answer: The selling price of the bicycle with GST is Rs 2704.80

Answer 2

${\huge{\boxed{\underline{\textsf{\textbf{\color{pink}{Final\:An}{\pink{sw}{\purple{er:-}}}}}}}}}$

₹$2704.8$

$\huge\underbrace\red{\dag Given:- \dag}$

• marked price of a bicycle is ₹$2800$

• than a discount of 8% was given over it

• also a 5% sales tax (GST) was also taken

$\huge\underbrace\pink {\dag To Find:- \dag}$

Sales price of bicycle

$\huge\underbrace\purple{\dag Solution:- \dag}$

the marked price of a bicycle is ₹$2800$

therefore price after discount of %

$discount=\frac{8}{100} \times 2800$

$discount =0.08 \times 2800$

$discount =$₹$224$

price after discount $= 2800-224$

$=$₹$2576$

Tax of 5% on discounted price $\implies \frac{5}{100} \times 2576$

$Tax=0.05 \times 2576$

$Tax=$₹$128.8$

Price of bicycle after tax = price after discount + tax (GST)

$=2576+128.8$

=₹$2704.8$

Hence price of bicycle after giving discount of 8% and sales tax of 5% $S.P.\implies Rs.2704.8$

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