If m and p are positive integers and m+pm is even, Which of the following must be true?

If m and p are positive integers and m+pm is even, Which of the following must be true? Correct Answer All

If m and p are positive integers and (m + p)m is even, There are 4 combinations of odd and even for m and p.possible cases are - i) Both odd. m + p is even so the product m(m + p) is evenii) m is odd, p is even. m + p is odd so the product is oddiii) m is even, p is odd. The product is eveniv) Both even. The product is even.The only odd product is when m is odd and p is even
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If m and p are positive integers and ( m +p) m is even , which of the following must be true?
If m And p are positive integers and ( m + p ) m is even , which of the following must be true ?