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remgeo
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anandsebastin
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GMAT 1: 740 Q48 V42
GMAT 1: 740 Q48 V42
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remgeo
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remgeo
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remgeo
anandsebastin
As far I can see, it's D.
M*sqrtN*sqrtN/sqrt N = 10
M*sqrt N=10
So, it's either A or D.

(M^2)N/2=50
(M^2)N=100
Taking sqrt on both sides, M*sqrt N= 10

So, D
But, it could be A, if you take both negative and positive values of the sqrt of 100, in statement 2.

Well, that was my question basically. sqrt(100) can be + 10 or -10 isnt it. So it has to be A. But Kaplan gives it as D.


Kill me, it says M and N are positive :wall
I think I should start wearing powerful glasses to not miss anything..
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ywilfred
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(1) M*N / (sqrt N) = 10 --> can get M sqrt(N) by reducing LHS terms. Sufficient.

(2) M^2 * N = 100
MSqrt(N) = +/- 10

Ans: A
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krisrini
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remgeo
If M and N are both positive, what is the value of M sqrt N?

1) M*N / (sqrt N) = 10
2) (M^2)*N/2 = 50


From 1 we get M*N= 10 SQRT(N)
=> M*SQRT(N)=10 Statment1 is suff.

From stmt 2 we get (M^2)(N)=100 Taking square root. we get
M(sqrt(N))=10 or M(Sqrt(N))=-10. Since, the question mentions that M and N are both possitive, M(Sqrt(N))=-10 is not possible. Hence the answer is D.



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