Discount
Discount: Overview
Discounts and percentage based problems are an important part of any competitive exams. This topic details the concept of discount with its formulae and types. We will also explore the methods to find the discount using the correct formulas.
Important Questions on Discount
After allowing a discount of on marked price a trader makes a profit of . The ratio of the marked price to the cost price is

The marked price of an article is Rs.150.00. If he allows a discount of 10%, he still gains a profit of 25%. The cost price of the article is

What price should a tradesman mark on an article that cost him to gain after allowing discount?

A merchant offers discount on all his goods and still makes a profit of . If an item is marked then its cost price is

A trader allows two successive discounts of and . If he gets for an article, find its marked price.

Find the cost price of the article. If a man sells an article at above its cost price. If he had bought it at less than what he paid for it and sold it for less, he would have gained .

The list price of a watch is . After two successive discount it is sold for. The first discount is . The rate of the second discount is-

Two successive discount of and are equivalent to a single discount?

Successive discounts of and amount to a single discount of:

With a 5% discount on the cost of sugar, a buyer could purchase 2 kg more sugar for Rs. 608. Selling price of sugar is -

Successive discounts of and is equivalent to a single discount of _____.

A trader marks his goods at above the cost price.If he allows a discount of on the marked price,what profit percent does he make?

A shopkeeper allows a discount of on an article and still able to earn profit of . What will be the profit percentage if he does not allow any discount.

Successive discount of and are equivalent to a single discount of-

After allowing a discount of on the marked price of an article, it is sold for .Find its marked price.

A single discount equivalent to a discount series of and is -

Successive discounts of and is equivalent to a single discount of :

A shopkeeper purchased a chair marked at at two successive discounts of and respectively.He spent on transportation and sold the chair for . His gain percent was-

The true discount on a certain sum of money due yrs. hence is and the simple interest on the same sum for the same time and at the same rate is . Interest rate per annum is:

A computer is on sale for , which is a discount off the regular price. What is the regular price?
