Consider two statements
Statement 1 => If X is an integer and X=2p+1 where p is not an integer.
Statement 2 => If Y is an integer and Y=2q where q is not an integer
Which of the following correctly specifies the Even/Odd nature of X and Y respectively
Choose the correct choice:
A) Odd,Even	B) Odd,Odd	C) Even,Odd	D) Even,Even	E) Cannot be determined
x = integer   x = 2p+1 = integer here p can be any n/2 and n can be even or odd , matters alot 2 get cancelled out   if n were even x would odd   if n odd x would be even   Similarly other   answer will be Cannot be determined
<result>E</result>
Consider two statements
Statement 1 => If X is an integer and X=2p+1 where p is not an integer.
Statement 2 => If Y is an integer and Y=2q where q is not an integer
Which of the following correctly specifies the Even/Odd nature of X and Y respectively