Consider the statement,"If x is an integer and `x^2` is even, then x is also even."
prove the statement by the contrapositive method.

Consider the statement,"If x is an integer and x^2 is even, then x is also even." Write the converse of the statement.

Consider the statement,"If x is an integer and x^2 is even,then x is also even".(a)Write the converse of this statement.

Write the converse of the statement:'If a number n is even, then n^2 is even.'

Show that the statement p:"If x is a real number such that x^3+4x=0 then x is 0" is true by method of contrapositive.

Write the contrapositive of the statement."If x is a prime number,then x is odd."

Consider the set A={x:x is an integer 0lexlt4 }.Write A in Roster form.

Consider the set A={x:x is an integer 0lexlt4 }.If B={5,6} ,then write AtimesB

Consider the statement ''all prime number are both even and odd'' Find the truth values of the component statements and the compound statement

Consider the statement ''all prime number are both even and odd'' Write the component statements of the given statement.

Write the contrapositive of the statement: “If the integer n is odd, then n^2 is odd."