Gautam purchased a bike, having marked price Rs. 46000 at a discount of 5%. If the sales tax is charged at a rate of 10%, find the amount Gautam has paid to purchase the bike.

Rs. 48070

Right on! Give the BNAT exam to get a 100% scholarship for BYJUS courses

Rs. 45070

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Rs.4 1456

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Rs. 41536

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Open in App

Solution

The correct option is A
Rs. 48070

We have,

Marked price of the bike = Rs. 46000

Discount = (5% of 46000) = Rs. 2300

Net price of bike = Rs. 46000 – Rs. 2300 = Rs. 43700

Sales Tax = (10% of Rs.43700) = Rs. 4370.

S.P of bike = (Rs. 43700 + 4370) = Rs. 48070.

Suggest Corrections

Similar questions

Q. Amit purchases a motorcycle, having marked price Rs. 46000 at a discount of

5 %

. If VAT is charged at the rate of

10 %

, find the amount Amit has paid to purchase the motorcycle. [4 MARKS]

Nita purchased an article marked at ₹ 2000 at a discount of 10 % . If the rate of sales tax is 15 % ; find the net amount paid by Nita for the article

Q. Reena goes to purchase a motorcycle which is priced at Rs 35, 640 including

10 %

as sales tax. However, the actual rate of sales tax at the time of purchase is

7 %

. Find the extra profit made by the shopkeeper if he still charges the original listed price.
[4 MARKS]

Q. The marked price of an article is Rs.

900

and the rate of sales tax on it is

6 %

.If on selling the article at its marked price, a retailer has to pay Rs

4.80

; find the money paid by him (including sales tax) for purchasing the article.

A shopkeeper buys an item at a discount of 20% which has a marked price (M.P) of Rs. 3000 and pays a sales tax at the rate of 8%. The shopkeeper sells the article to a buyer at marked price, and charges a sales tax at the rate of 10%. Find the VAT paid by the shopkeeper.

Join BYJU'S Learning Program

Gautam purchased a bike, having marked price Rs. 46000 at a discount of 5%. If the sales tax is charged at a rate of 10%, find the amount Gautam has paid to purchase the bike.

The correct option is A Rs. 48070 We have, Marked price of the bike = Rs. 46000 Discount = (5% of 46000) = Rs. 2300 Net price of bike = Rs. 46000 – Rs. 2300 = Rs. 43700 Sales Tax = (10% of Rs.43700) = Rs. 4370. S.P of bike = (Rs. 43700 + 4370) = Rs. 48070.

The correct option is A
Rs. 48070

We have,

Marked price of the bike = Rs. 46000

Discount = (5% of 46000) = Rs. 2300

Net price of bike = Rs. 46000 – Rs. 2300 = Rs. 43700

Sales Tax = (10% of Rs.43700) = Rs. 4370.

S.P of bike = (Rs. 43700 + 4370) = Rs. 48070.