I encountered this problem in a Princeton test.
a = b + 2
Col A : (a^2) - 2ab + (b^2)
Col B : 2a - 2b
SPOILER: C
Shouldn't the ans be D...the values of a and b are not given.
Do we have problems like these in actual GRE ?
I encountered this problem in a Princeton test.
a = b + 2
Col A : (a^2) - 2ab + (b^2)
Col B : 2a - 2b
SPOILER: C
Shouldn't the ans be D...the values of a and b are not given.
Do we have problems like these in actual GRE ?
Yes we do face similar problems in GRE.
Given a+b = 2
Thus a-b = 2
Column A : a^2-2ab+b^2 = (a-b)^2 = 2^2 = 4
Column B : 2a - 2b = 2(a-b) = 2*2 = 4
Thus ANSWER :C
It is not a very difficult problem. But the key here is factorization of column A.
Hope that helps.
Yes thats an easy one. I marked it D straight away since values of a and b were not given.![]()
Here are some formulae which you may find useful for solving some problems.
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col a = x
col b = y
Given:
X > Y
What is the answer? Must it be D becuase no values are given?
i'll be yearning for these kind of probs on 15 nov

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