How to determine if a term is a monomial or not

The video tutorial explores the concept of monomials, defining them as numbers, variables, or products of numbers and variables with positive exponents. It addresses the common misconception that division cannot be part of a monomial by demonstrating how division can be rewritten as multiplication. The tutorial uses an analogy with addition and subtraction to clarify this concept, ultimately showing that division problems can be transformed into multiplication problems, thus qualifying them as monomials.

What defines a monomial according to the text?

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Explain the relationship between multiplication and division as discussed in the text.

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How can division be rewritten as a multiplication problem?

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What example is given to illustrate rewriting addition as subtraction?

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What is the significance of rewriting division in the context of monomials?

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