Discount Formula

Discount is a condition in which the price of a bond becomes lower than its face value. Then the discount becomes equal to the actual cost at which it is bought from the difference between the par value and the profit.

Discounting is a form of either reduction or deduction in the cost price of a particular product. This normally occurs in consumer-to-consumer transactions whereby various discounts are offered to the consumers on different products. The discount rate is generally expressed as a percentage.

discount formula

Therefore

discount formula

Discount percentage formula=

discount formula

Solved example:

Q1: Original price 80rs

Sale price 60rs

Solution:

Discount Amount=Original Price−Sale Price

=80−60

=20

Use the discount percentage formuhttps://www.orchidsinternationalschool.com/math-formula/derivative-formulala:

discount formula

So, the discount percentage is 25%.

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Discount Formula

Discount is a condition in which the price of a bond becomes lower than its face value. Then the discount becomes equal to the actual cost at which it is bought from the difference between the par value and the profit.

Discounting is a form of either reduction or deduction in the cost price of a particular product. This normally occurs in consumer-to-consumer transactions whereby various discounts are offered to the consumers on different products. The discount rate is generally expressed as a percentage.

discount formula

Therefore

discount formula

Discount percentage formula=

discount formula

Solved example:

Q1: Original price 80rs

Sale price 60rs

Solution:

Discount Amount=Original Price−Sale Price

=80−60

=20

Use the discount percentage formuhttps://www.orchidsinternationalschool.com/math-formula/derivative-formulala:

discount formula

So, the discount percentage is 25%.

Other Related Sections

NCERT Solutions | Sample Papers | CBSE SYLLABUS| Calculators | Converters | Stories For Kids | Poems for Kids| Learning Concepts | Practice Worksheets | Formulas | Blogs | Parent Resource

Admissions Open for

Frequently Asked Questions

 An integral formula provides a method to evaluate the integral of a function, representing the area under the curve of that function or the accumulation of quantities.

 Integral tables offer precomputed antiderivatives for various functions, simplifying the process of finding integrals for complex or unfamiliar functions.

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