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calculating percentages
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Is there a general formula for calculating the answer to a question like this one?
If an item has been bought for £500 after a reduction of 60% on the original price, what was the original price?
If an item has been bought for £500 after a reduction of 60% on the original price, what was the original price?
Answers
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For more on marking an answer as the "Best Answer", please visit our FAQ.this is how i got taught at school, because we had to show how we worked it out in steps:
40% = £500
so will need to work out the remaining 60%
(i would break it down, 40% then 20%)
40% = £500 (you know that from the first question)
(20% remaining = half of 40% = £250)
20% = £250
so you add them all up
40% + 40% + 20% = 100%
£500 + £500 + £250 = £1250
40% = £500
so will need to work out the remaining 60%
(i would break it down, 40% then 20%)
40% = £500 (you know that from the first question)
(20% remaining = half of 40% = £250)
20% = £250
so you add them all up
40% + 40% + 20% = 100%
£500 + £500 + £250 = £1250
Using Vascop's general formula, I can make it even easier to remember by abbrevating some of the words so that OP = original price; RP = reduced price; R% = percentage reduction. This gives me OP = RP x (100/100-R%). I worked out that SandyRoe's number 2.5 comes from the specific question of the 60% reduction, so that is from the (100/100-R%) part of the equation, ie. (100/100-60) = (100/40) = (5/2) = 2.5.