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Is ?
Source: Beat The GMAT — Data Sufficiency |
here ya go
I think it's D
square both sides, (x-3)(x-3) = (3-x)(3-x)
simplify: x^2 - 6x + 9 = 9 - 6x + x^2
seems to always equal...
I think it's D
square both sides, (x-3)(x-3) = (3-x)(3-x)
simplify: x^2 - 6x + 9 = 9 - 6x + x^2
seems to always equal...
- Attachments
-
E IMO
Statement 1 is not sufficient
f x = 0
sqrt((-3)^2) = 3
sqrt(9) = 3
but sqrt 9 = -3 or 3
Statement 2 suggest that x will be a negative number as other wise -x.|x| cannot be greater than 0
if x = -3
sqrt((-3-3)^2) = 3- (-3)
sqrt(36) = 6
Statement 2 is no good as the LHS can be -6 or 6
Both statements bring us to the same conclusion. So C is out as well. E
Statement 1 is not sufficient
f x = 0
sqrt((-3)^2) = 3
sqrt(9) = 3
but sqrt 9 = -3 or 3
Statement 2 suggest that x will be a negative number as other wise -x.|x| cannot be greater than 0
if x = -3
sqrt((-3-3)^2) = 3- (-3)
sqrt(36) = 6
Statement 2 is no good as the LHS can be -6 or 6
Both statements bring us to the same conclusion. So C is out as well. E
