What are unlike terms?

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Multiple Choice

What are unlike terms?

Explanation:
Unlike terms are those that do not share both the same variable and the same exponent. So terms have different variables or different powers for the same variable. For example, x^2 and 3x^3 are unlike because the exponents differ, and x^2 and 3y^2 are unlike because the variables differ. This is why the description “terms that have different variables or exponents” fits best. The other ideas describe like terms (same variable and exponent) or other concepts (constants or being multiples), which aren’t what unlike terms are.

Unlike terms are those that do not share both the same variable and the same exponent. So terms have different variables or different powers for the same variable. For example, x^2 and 3x^3 are unlike because the exponents differ, and x^2 and 3y^2 are unlike because the variables differ. This is why the description “terms that have different variables or exponents” fits best. The other ideas describe like terms (same variable and exponent) or other concepts (constants or being multiples), which aren’t what unlike terms are.

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