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gmat_crack
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Statement 1:
x = 2my + 4, where m is an integer, so 2 m is an integer too.
=>x could be changing based on the value of y.

Statement 2:
x + y = ny + 4, where n is an integer.
=> x = (n-1)y + 4. (If n an integer, n-1 is an integer too).
=> x could be changing based on the value of y.

Statement 1 & 2:
Both statements are of the same form. So useless.

Ans: E
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jeunesis
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plz privide OA.. :?
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sm176811
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Actually I get B.

(x+y)/y = x/y +1

plugging numbers u see that x/y also leave a remainder of 1!
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gmat_crack
If x and y are non integers, what is the remainder when x is divided by y?

1: when x is divided by 2y remainder =4
2: when x+y is divided by y remainder = 4

Guys I don't have OA so please discuss.


For (1), we know that x=2yn+4 for some integer n

If y is greater than 4, x is some multiple of y +4, so the remainder is 4
If y is not greater than 4, the remainder with be less than 4

So (1) is not suff.

As for (2) x/y +1= n +4/y for some integer n

So x/y= (n-1) +4/y
i.e. x= (n-1)y +4 Therefore, x is some multiple of y + 4
We know y is greater than 4 (divisor is always greater than remainder).
Therefore, remainder is 4 (2) is suff

Answer: B
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gmat_crack
If x and y are non integers, what is the remainder when x is divided by y?

1: when x is divided by 2y remainder =4
2: when x+y is divided by y remainder = 4

Guys I don't have OA so please discuss.



B..
Statement 1 tells us that 4 2<Y.. Remainder could be anything..



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