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What type of relationship do the terms \(2a\) and \(3b\) have?

Answer and explanation

Correct answer: Unlike terms

Like terms must have the same variables raised to the same powers. The variable in \(2a\) is \(a\), whereas the variable in \(3b\) is \(b\); therefore, they are unlike terms. A difference in coefficients alone does not make terms unlike—for example, \(2a\) and \(5a\) are like terms. In an exam, first compare the variables and their powers.

Related tags

AlgebraLike TermsUnlike TermsVariablesGeneral Chapter PracticeCommon QuestionsCommonMathematics

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