by Guest » Tue Feb 04, 2014 6:44 am
This is a copy and paste of the original question.
I have copied and pasted so as to make sure I have no typing errors....
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The cost price, N450, of an article is reduced by N150, find the ratio by which the price is reduced.
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The question clearly states that the cost price is reduced by 150. That means it is lowered by 150. It means that 150 is taken off the original cost price. It means that the new cost now is 150 less that the original cost price. Whatever way you look at it the price now is 150 less than the original cost. In the context of the question and using the same language terminology the cost price is reduced by 150. The amount that it is reduced by is 150. The amount by which the price is reduced is 150.
To find the ratio by which it is reduced you would take the amount by which it is reduced and divide it by the original cost price. When you divide 2 quantities that give you a fraction representing the ratio of the 2 quantities. Two ratios that are mathematically equal in value are said to be in proportion.
So to find the ratio by which the cost price is reduced.....150 divided by 450 = 150/450 = 1/3
and if you want it as a percentage then 33.33/100 = 33.33 %
And if this was was shop advert they could say all priced are 1/3 off during the sale....
or all prices reduced by 1/3.....stating the ratio by which the price is
reduced
What you are doing is considering the new price after the reduction. The price now is 2/3 of the original price because 1/3 is off. So a shopkeeper advert would have to say all prices now 2/3 of original.....not many advert read well like this
-----------Simple......if you read the question.............