Given that m= n + 2, what is the value
of m^2+4m+4?
1) n=20
2) n^=400
OA IS D
M=N+2
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m = n + 2grandh01 wrote:Given that m= n + 2, what is the value
of m^2+4m+4?
1) n=20
2) n^=400
OA IS D
We want to find the value of m² + 4m + 4.
(1) n = 20 implies m = 20 + 2 = 22
So, we can find the value of m² + 4m + 4, as we know m; SUFFICIENT.
(2) n² = 400 implies n = 20, -20
If m = 22, so we can find the value of m² + 4m + 4, as we did in statement 1.
If m = -18, we get a different value of m² + 4m + 4
No definite answer; NOT sufficient.
The correct answer is A.
Last edited by Anurag@Gurome on Thu Sep 06, 2012 10:21 pm, edited 1 time in total.
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Thanks for the response Anurag, but can't n be -20 ?
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Hold on now.... can't n=-20? Thus changing the value of our equation. I got A for this reason. I was surprised with the answer D. Am I missing something?Anurag@Gurome wrote:m = n + 2grandh01 wrote:Given that m= n + 2, what is the value
of m^2+4m+4?
1) n=20
2) n^=400
OA IS D
We want to find the value of m² + 4m + 4.
(1) n = 20 implies m = 20 + 2 = 22
So, we can find the value of m² + 4m + 4, as we know m; SUFFICIENT.
(2) n² = 400 implies n = 20
Again m = 22, so we can find the value of m² + 4m + 4, as we did in statement 1; SUFFICIENT.
The correct answer is D.
A useful website I found that has every quant OG video explanation:
https://www.beatthegmat.com/useful-websi ... tml#475231
https://www.beatthegmat.com/useful-websi ... tml#475231
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Yes, n can be 20 and -20, both. I've edited my reply. The answer should be A here.
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