Question

Heyyyy!!❤
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At a sale, a dining table with marked price Rs.43000 is offered at 20% discount. If the tax is charged at 13% of the selling price, find the amount one has to pay.​

Answer 1

Answer:

38472

Step-by-step explanation:

ok so first 20% discount the selling price is of 80%

find (80/100) x 43000

=> 80 x 430

=> 34400

there fore selling price is

= 34400

so tax now on selling price

34400 x (13/100)

=> 344 x 13

=> 4472

so final paying price is 3400+4472

=> 38472

please mark as brainliest

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Answer 2

S O L U T I O N :

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

At a sale, a dining table with MRP Rs.43000 is offered at 20% discount.  If the tax charged at 13% of the selling price.

$\underline{\bf{Explanation\::}}$

Firstly, we get discount price by using formula of discount;

$\boxed{\bf{Discount = \bigg(\frac{Discount\%}{100}\bigg) \times Marked\:price}}$

A/q

$\mapsto\tt{Discount = \bigg(\dfrac{Discount \%}{100}\bigg) \times M.P}$

$\mapsto\tt{Discount = \dfrac{20}{\cancel{100}} \times 430\cancel{00}}$

$\mapsto\tt{Discount = Rs.(20 \times 430)}$

$\mapsto\bf{Discount = Rs.8600}$

Using formula of the selling price, a/q to MRP;

→ Selling price = Marked price - Discount

→ Selling price = Rs.43000 - Rs.8600

→ Selling price = Rs.34400

Now,

$\mapsto\tt{Amount = S.P. +tax}$

$\mapsto\tt{Amount = 34400 + (13\% \:of\:34400 )}$

$\mapsto\tt{Amount = 34400 + \bigg(\dfrac{13}{\cancel{100}} \times 344\cancel{00} \bigg)}$

$\mapsto\tt{Amount = 34400 + (13 \times 344)}$

$\mapsto\tt{Amount = Rs.(34400 + 4472)}$

$\mapsto\bf{Amount = Rs.38872}$

Thus,

The amount one has to pay will be Rs.38872 .