A shopkeeper charged Rs.1242 for a geyser which includes $8 %$ tax on it. Find the selling price (without tax) of the geyser.

Open in App

Solution

Let selling price without tax be $x$ .
So, $8 %$ of $x = \frac{8}{100} (x) = 0.08 x$
Selling price with tax $= x + 0.08 x = 1.08 x$
According to the question:
$1.08 x = 1242$
$\Rightarrow x = \frac{1242}{1.08}$
$∴ x = 1150$

Suggest Corrections

140

Similar questions

A shopkeeper sells an article for Rs.21,384 including 10% tax. However, the actual rate of Tax is 8%. Find the extra profit made by the dealer.

A shopkeeper buys an article for Rs.8,000 and sells it for Rs. 10,000. If the rate of tax under VAT is 10%, find : (i) tax paid by the shopkeeper (ii) tax charged by the shopkeeper (iii) VAT paid by the shopkeeper

Q. A shopkeeper sells an article for

Rs. 21, 384

including

10 %

sales-tax. However, the actual rate of sales-tax is

8 %

. Find the extra profit made by the dealer.

The marked price of an electronic device is ₹9200 and the sales tax levied on it is 8% .A customer asks trader to give this device for 9000 or less as he did not had enough amount ..the shopkeeper charged ₹8856 only including sales tax .Find the discount given by the shopkeeper.

A shopkeeper sells an article at its marked price of ₹ 7500 and charges sales-tax at the rate of 12% from the customer.

If the shopkeeper pays a VAT of ₹ 180, calculate the price inclusive of tax paid by the shopkeeper.

Join BYJU'S Learning Program

A shopkeeper charged Rs.1242 for a geyser which includes 8% tax on it. Find the selling price (without tax) of the geyser.

Let selling price without tax be x.So, 8% of x=8100(x)=0.08x Selling price with tax =x+0.08x=1.08x According to the question:1.08x=1242⇒x=12421.08 ∴x=1150

A shopkeeper charged Rs.1242 for a geyser which includes $8 %$ tax on it. Find the selling price (without tax) of the geyser.

Let selling price without tax be $x$ .
So, $8 %$ of $x = \frac{8}{100} (x) = 0.08 x$
Selling price with tax $= x + 0.08 x = 1.08 x$
According to the question:
$1.08 x = 1242$
$\Rightarrow x = \frac{1242}{1.08}$
$∴ x = 1150$