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Prime Numbers - PS qn


br_cspr

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you are right. i found the missing peice. here it is...the question reads...

 

If y 3 and 3x/y is a prime integer greater than 2, which of the following must be true?

. x = y

. y = 1

. x and y are prime integers.

(A) None

(B) only

© only

(D) only

(E) and

im sorry abt the error. i did a copy paste and it seems the 3x/y is in a diff box and does not copy onto this screen. http://www.www.urch.com/forums/images/icons/icon9.gif

pls help with the solution.

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you are right. i found the missing peice. here it is...the question reads...

 

If y 3 and 3x/y is a prime integer greater than 2, which of the following must be true?

. x = y

. y = 1

. x and y are prime integers.

(A) None

(B) only

© only

(D) only

(E) and

im sorry abt the error. i did a copy paste and it seems the 3x/y is in a diff box and does not copy onto this screen. http://www.www.urch.com/forums/images/icons/icon9.gif

pls help with the solution.

 

Stem:

1. 3x/y is a prime number, 3x/y > 2

2. y != 3

 

By definition, a prime number is a +ve number that has only two factors - 1 and itself.

 

So, some of the combinations that would work are:

x=46, y=6 => 3x/y = 23

x=-51, y=-9 => 3x/y = 17

 

Each disproves statements I, II and III

 

(In fact, x and y need not even be integers, they could be fractions for all the stem says)

 

Hope that helps!

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