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sivakumarm786
Is the question correct?
From each statement I am getting different values of m+n+p.

Its correct. Here's the solution.

7m=3n=2p
Let m=6x, then n=14x, p=21x
Therefore m+n+p= 41x
So to find the value of m+n+p we need only find x.

(1) m – n = –4
This will give x = 0.5

(2) n + p = 5
This will give x = 1/7

Hence answer is D.
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sivakumarm786
Is the question correct?
From each statement I am getting different values of m+n+p.

Its correct. Here's the solution.

7m=3n=2p
Let m=6x, then n=14x, p=21x
Therefore m+n+p= 41x
So to find the value of m+n+p we need only find x.

(1) m – n = –4
This will give x = 0.5

(2) n + p = 5
This will give x = 1/7

Hence answer is D.

Hi..
we are getting different value of x for both statements which is incorrect. The statements in DS questions do not contradict each other.
Here, we get different set of values of the variables or x.
Anyways, its not a OG question.
Regards
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sivakumarm786
Is the question correct?
From each statement I am getting different values of m+n+p.


yes, both statements can independently be correct - as is the case here.
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abhyudayx
sivakumarm786
Is the question correct?
From each statement I am getting different values of m+n+p.


yes, both statements can independently be correct - as is the case here.


No he is correct. In official gmat questions both the statements individually will have the same answer. So if statement 1 gives x=1, statement 2 will give the same value. This is a GMAT rule. This is why this question is not GMAT standard.

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