Flashcard 12 - Quantitative Reasoning Flashcard Set for the CLT
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- even
- odd
- odd
- even
Explanation:
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The sum of two even integers is always even because the sum of any two numbers divisible by \(2\) will also be divisible by \(2\).
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The sum of an even and an odd integer is always odd because adding an even number (divisible by \(2\)) to an odd number (not divisible by \(2\)) results in a number that is not divisible by \(2\).
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The product of two odd integers is always odd because multiplying two numbers that leave a remainder of \(1\) when divided by \(2\) will result in a product that also leaves a remainder of \(1\).
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The product of an even and an odd integer is always even because multiplying any number divisible by \(2\) (even) by another number results in a product divisible by \(2\).
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