Asked by lia
What happens when 1 odd and 1 even number are added? The sum is
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GPT-4o mini
When you add one odd number and one even number, the sum is always an odd number. This is because the odd number has a remainder of 1 when divided by 2, while the even number has a remainder of 0. When you add them together, the remainder becomes 1, which means the result is odd.
For example:
- \(3\) (odd) + \(4\) (even) = \(7\) (odd)
- \(5\) (odd) + \(2\) (even) = \(7\) (odd)
So, the sum of one odd number and one even number is always odd.
For example:
- \(3\) (odd) + \(4\) (even) = \(7\) (odd)
- \(5\) (odd) + \(2\) (even) = \(7\) (odd)
So, the sum of one odd number and one even number is always odd.
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