Show that the following statement is true by the method of contrapositive. p: If x is an integer and `x^2`is even, then x is also even.

Show that the following statement is true by the method of contrapositive p: if x is an integer and x^(2) is odd then x is also odd.

Show that he following statement is true by the method of contrapositive: p:Ifx is an integer x^(2) is even then x is also even.

Check whether the following statement is true or false by the method of contrapositive : P : If x , y is an integer such that xy is odd, then both x and y are odd

Show that the following statement is true: The integer n is even if and only if n^(2) is even

Check whether the following statement is true and false by proving its contrapositive if x,y are integers such that xy is odd then both x and y are odd integers.

Prove that if x is even then x^(2) is even

Determine the contrapositive of each of the following statements: Only if he does not tire will he win If x is an integer and x^(2) is odd, then x is odd Only if max studies will he pass the test.

5.Show that following statement is true by (1) direct method ( 2) method of contrapositive (3) method of contradiction if x^(5)+16x=0, then x=0

Check whether the following statement are true or not: p: If x,y are integers such that xy is even then at least one of x and y is an even integer.