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If x is less than 75 percent of y, is x less than 75 ?

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If x is less than 75 percent of y, is x less than 75 ?  [#permalink]

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New post 28 Jul 2017, 03:36
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If x is less than 75 percent of y, is x less than 75 ?

(1) y > 20
(2) x + 25 = y

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Re: If x is less than 75 percent of y, is x less than 75 ?  [#permalink]

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New post 28 Jul 2017, 03:39
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Re: If x is less than 75 percent of y, is x less than 75 ?  [#permalink]

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New post 28 Jul 2017, 03:55
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If x is less than 75 percent of y, is x less than 75?

\(x < 75%* y\)

\(x < \frac{75}{100} * y\)

Question, Is \(x < 75\) ?

In order to answer the above question, we need to find the value of y, as per the given expression:

\(x < \frac{75}{100} * y\)

x is < 75 when the value of y = 100

(1) \(y > 20\)

y > 20, in this case, y can take values which can be below 100 and greater than 100 as well. Hence, Eq. 1 is not sufficient.

Hence, (1) ===== is NOT SUFFICIENT

(2) \(x + 25 = y\)

After substituting this value in the below equation, we get, \(x = 75\)

This is sufficient to answer the question is x < 75, the answer is NO.

Hence, (2) ===== is SUFFICIENT

Hence, Answer is B

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Re: If x is less than 75 percent of y, is x less than 75 ?  [#permalink]

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New post 28 Jul 2017, 03:56
sananoor wrote:
If x is less than 75 percent of y, is x less than 75 ?

(1) y > 20
(2) x + 25 = y


x<0.75y is x<75

(1) y>20
if y = 40 then x <30 but if y=400 then x<300
not sufficient

(2)
x+25 = y
x= y-25
if y = 40 then x<30 and we get x = 15 (less than 75)
if y = 88 then x<66 and we get x=63 (less than 75)
if y=92 then x<69 and we get x = 67 (less than 75)
if y=96 then x<72 and we get x = 71
if y=94 then x<70.5 and we get x = 69
if y = 100 then x<75 and we get x = 75 not possible
For equation (x<0.75y) to hold y will be less than 100 and hence x will always be less than 75
Sufficient

B
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Re: If x is less than 75 percent of y, is x less than 75 ?  [#permalink]

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New post 10 Aug 2018, 14:51
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Re: If x is less than 75 percent of y, is x less than 75 ? &nbs [#permalink] 10 Aug 2018, 14:51
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