X & Y as integers

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Source: — Data Sufficiency |

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by cramya » Thu Feb 12, 2009 3:14 pm
X(Y+1) = XY+X


Stmt I

x and y are prime numbers.

If x and y are both 2 then we get an even result
If x is even, y is odd we get an odd result
INSUFF

Stmt II

y>7

No info about x
Could be even or odd


Together

Since y>7 y is always odd

When x is odd

xy+x = odd*odd + odd
=even

When x is even
xy+x = even*odd+even
= even

SUFF

Choose C

Regards,
CR

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Re: X & Y as integers

by logitech » Thu Feb 12, 2009 6:35 pm
All primes , but 2 , are ODD

ODD(ODD+1) = EVEN

But if one of them is 2

2(ODD+1) = EVEN
ODD(2+1) = ODD
2(2+1) = EVEN

so if we know that Y is not 2 we can solve the problem.
'
Choose C
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Re: X & Y as integers

by x2suresh » Thu Feb 12, 2009 7:45 pm
agree with C