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number properties

Expert replies
by smallsorrow » Tue Sep 30, 2008 9:19 am
If n and k are integers whose roduct is 400, which of the following statements must be true?
A) n+k>0
B) n unequal k
C) Either n or k is a mltiple of 10
D) If n is even, then k is odd
E) If n is odd, then k is even

OA follows
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Source: — Problem Solving |

by schumi_gmat » Tue Sep 30, 2008 10:06 am
Ans E
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by EricLien9122 » Tue Sep 30, 2008 10:36 am
A)
n=-20, k=-20

B)

n=20, k=20

C)

n=8, k=25

D)

n=50, k=4

E) Correct choice.

n=25, k=8
n=5, k=80


Please share your thoughts.
Last edited by EricLien9122 on Tue Sep 30, 2008 10:57 am, edited 1 time in total.
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by mental » Wed Oct 01, 2008 9:16 pm
was there a choice NONE of the above?
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by mental » Thu Oct 02, 2008 5:14 am
I AM UNABLE TO UNDERSTAND THE DIFFERENCE BETWEEN OPTION D AND E.
JUST THAT THEY HAVE CHANGED THE VARIABLE
to me it means that if one is odd, than other is even???

can someone explain pls
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by gmat009 » Thu Oct 02, 2008 6:13 am
mental wrote:I AM UNABLE TO UNDERSTAND THE DIFFERENCE BETWEEN OPTION D AND E.
JUST THAT THEY HAVE CHANGED THE VARIABLE
to me it means that if one is odd, than other is even???

can someone explain pls
D) If n is even, then k is odd
E) If n is odd, then k is even

D says when n is even, then k is odd.
Let's assume n=20 or any other even number then k can be any even or odd.

E says when n is odd, then k is even
If n is odd, then K has to be even becoz odd*odd=odd. You can never get 400 result.

Hope that helps.......
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by mental » Thu Oct 02, 2008 9:10 am
Thanks

I was reading too much from D
and had taken both the meanings of D and E included in D :oops:
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