Q.

The sum of two odd numbers is an ____ number.


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Detailed Solution

The sum of two odd numbers is an even number.
Let the two odd numbers be n and (n+2) for any odd number n.
Adding both of them, we get,
n+(n+2)=2n+2 =2(n+1) We know that by multiplying any number with the number 2, we get the result as an even number even if n is an odd or even number.
Therefore, the correct fill-up is even.
 
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