Please provide the working with your answer
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Hmm..I am getting 'C'.Can anyone let me know, where I am going wrong?arvindm07 wrote:1) x(y+5) is even - x can be even or odd if (y+5) is even, we donot know of (y+5) so INSUFFICIENT.
2) 6y^2 + 41y + 25 is even - tells us only about y so INSUFFICIENT.
Together:
from 2) y(6y+41) + 25 = even implies that y(6y+41) is odd since 25 is odd and only odd + odd = even. Further, both y and (6y+41) have to be odd for the product to be odd and that says that y is odd.
Now plugging Odd number y into 1) gives (y+5) as even and hence x can be either even or odd.
Both together is insufficient.
Hence, E
Here's your problem: first you say 41y has to be odd (which is correct), then in the next line you say "41Y=even", contradicting yourself.bha wrote:hence 41y has to be odd (as odd + odd = even)
41Y= even
so y has to even (odd * even = even and odd * odd cannot be even)

My badStuart Kovinsky wrote:Here's your problem: first you say 41y has to be odd (which is correct), then in the next line you say "41Y=even", contradicting yourself.bha wrote:hence 41y has to be odd (as odd + odd = even)
41Y= even
so y has to even (odd * even = even and odd * odd cannot be even)
41Y = odd, so Y must be odd.