Concept:The sum of two even numbers is always even, and the sum of two odd numbers is also always even.Explanation:Let the two even numbers be 2a and 2b. Their sum is 2a+2b=2(a+b), which is even.Let the two odd numbers be 2c+1 and 2d+1. Their sum is (2c+1)+(2d+1)=2(c+d+1), which is even.Now add the two even results: 2(a+b)+2(c+d+1)=2(a+b+c+d+1), which is also even.Thus, the total sum is always even.Answer:A. Always even