If 0<x<2, which of the following must be greatest?
A) x
B) x^2
C) 2x
D) x+2
E) 2^x
OAD
Please explain
A) x
B) x^2
C) 2x
D) x+2
E) 2^x
OAD
Please explain
BREAKING: Target Test Prep releases Brand New 2026 On Demand GMAT prep course
Redeem
Scott Woodbury-Stewart’s private virtual classroom — 400 hours of master-class video lessons for the GMAT Focus Edition.
This question is more about the mathematical concepts involved than about actually doing calculations. I'm going to give you some hints so that you can reattempt this question on your own.
Given the range 0 < X < 2, we know that X can get really, really close to 2, but not 2 exactly...
[spoiler] Consider X^2 vs. 2X. If you maximize the value of X, which of those outcomes would be BIGGER? As a simple example, consider X = 1.9.....
(1.9)^2 = (1.9)(1.9)
2(1.9) = (2)(1.9)
Without multiplying those out, can you determine which one is bigger? How do you know? Now use THAT understanding to assess the remaining answer choices.
Test x=1 in the answer choices:Needgmat wrote:If 0<x<2, which of the following must be greatest?
A) x
B) x^2
C) 2x
D) x+2
E) 2^x
New here Create free account