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Rahul has a loyalty card good for a 9% discount at his local pharmacy. What number should he multiply the prices on the tags by to find the price he would have to pay, before tax, in one step?

User Gunit
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1 Answer

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Final answer:

Rahul should multiply the tagged price by 0.91 to find out what he would pay after receiving his 9% loyalty card discount, before tax.

Step-by-step explanation:

Rahul has a loyalty card that gives him a 9% discount at the pharmacy. To find the price he needs to pay, he should multiply the tagged price by a number that represents the remaining percentage after the discount is applied. The calculation for the discount is as follows:

100% - 9% discount = 91% remaining

To use this in a calculation, he should convert the percentage to a decimal which would be 0.91 (since 91% as a decimal is 91/100 = 0.91). Therefore, by multiplying the item's original price by 0.91, he will get the price he needs to pay before tax.

Example: If an item costs $10, he would multiply 10 by 0.91 to get:

$10 x 0.91 = $9.10

This $9.10 is the price he would pay before any taxes are applied.

User Melvin Sowah
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