Question

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Answer this.... ✌​

Answer 1

$\bf{\underline{Question\:2nd}}$

• A person buy an article at discount of 13% and pays 16% VAT . if he/she pays Rs. 261 for VAT . then find the marked price of the article and also the amount paid by him/her to buy the article.

$\bf{\underline{Given:-}}$

• Discount % (d%) = 13%
• VAT = 16%
• VAT amount = 261 ₹
• S.P with VAT = ?

Let,

• Marked price be X
• S.P be Rs.

Now,

⚔️ VAT amount = VAT% of S.P

$\sf → 261 = \frac{16}{100}×y$

$\sf → 261 = \frac{4}{25}×y$

$\sf → y = \frac{261×25}{4}$

$\bf → y(S.P) = 1631.25$

ALSO,

◇ S.P = MP - discount (d%) of M.P

$\sf → 1631.25 = x - \frac{13}{100}×x$

$\sf → 1631.25 = \frac{100-13x}{100}$

$\sf → 1631.25 = \frac{87x}{100}$

$\sf → x = \frac{1631.25×100}{87}$

$\sf → x = \frac{163,125}{87}$

$\bf → x(M.P) = 1875$

$\bf{\underline{Therefore:-}}$

⚔️ S.P with VAT = S.P + VAT amount

⚔️ S.P with VAT = 1631.25 + 261

⚔️ S.P with VAT = 1892.25

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$\bf{\underline{Question\:1st}}$

• after allowing 20% discount on the marked price and then levying 10% VAT . a radio was sold . if buyer had paid Rs. 320 for VAT how much would he gave got the discount.

$\bf{\underline{Solution:-}}$

• 10 % on VAT = 320₹
• 100% on VAT = 320 × 100 = 3200₹

Discount on marked price = 20%

$\bf → M.P_{(Marked\: price)}= 3200× \frac{100}{100-20}$

$\bf → M.P_{(Marked\: price)} = 3200×\frac{100}{80}$

$\bf → M.P_{(Marked\: price)} = \frac{3200}{80}×100$

$\bf → M.P_{(Marked\: price)} = 40 × 100$

$\bf → M.P_{(Marked\: price)} = 4000$

$\bf{\underline{Hence:-}}$

• Discount = 4000 - 3200
• Discount = 800₹

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