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Re: Percent change and a question [#permalink]
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SusieSushi wrote:
[

Hi Carcass,

so if the question was to read "The number that is 100% greater than 60 is what percent greater than a number that is 40% less than 150?"would the answer be 120-90/90 = .33? "greater then" so the lesser of the two values goes in the denominator


would you also agree with these?
"x is what percent greater than x-2" = x/x-2
"y-3 is what percent less than y" = y-3/y



the number = X

100% greater than 60 = 120

a number which is 40 less than 150 =

X = 150 \times 0.6 = 90

Put all together

\(120 = \frac{x}{100} 90
\)

13.3 %

Which means that the difference between 120 and 90 in terms of % is 13.3

Hope is clear

Take also look at here. It is for the GMAT but is the same https://magoosh.zendesk.com/hc/en-us/ar ... lems-GMAT-
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Re: Percent change and a question [#permalink]
Carcass wrote:
SusieSushi wrote:
[

Hi Carcass,

so if the question was to read "The number that is 100% greater than 60 is what percent greater than a number that is 40% less than 150?"would the answer be 120-90/90 = .33? "greater then" so the lesser of the two values goes in the denominator


would you also agree with these?
"x is what percent greater than x-2" = x/x-2
"y-3 is what percent less than y" = y-3/y



the number = X

100% greater than 60 = 120

a number which is 40 less than 150 =

X = 150 \times 0.6 = 90

Put all together

\(120 = \frac{x}{100} 90
\)

13.3 %

Which means that the difference between 120 and 90 in terms of % is 13.3

Hope is clear

Take also look at here. It is for the GMAT but is the same https://magoosh.zendesk.com/hc/en-us/ar ... lems-GMAT-

hi carcass!

120=(x/100)*90
x=133.3
which means 120 is actually 33.33% greater than 90

on the other hand, when I solve it by using the percentage multiplier method, I'm getting the same answer as:

90*x=120
x=120/90=1.33 means 33% increase

can you please explain that where i'm taking it in the wrong way?
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Re: The number that is 50% greater than 60 [#permalink]
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There is nothing wrong.

You do have in both cases just two decimal places shifted. Two to be precise

12000/90 vs 120/90
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Re: The number that is 50% greater than 60 [#permalink]
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Carcass wrote:
There is nothing wrong.

You do have in both cases just two decimal places shifted. Two to be precise

12000/90 vs 120/90

Got your point. Thank you for your worthly reply :)
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Re: The number that is 50% greater than 60 [#permalink]
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