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Definition

Degree of a Term

The degree of a term is the sum of the exponents of all its variables. For a term with a single variable, the degree equals the exponent on that variable — for example, 8y28y^2 has degree 2 and 13a-13a has degree 1 (since a=a1a = a^1). For a term with multiple variables, the exponents are added together — for example, 9x3y5-9x^3y^5 has degree 3+5=83 + 5 = 8. A special case is a constant term (a monomial with no variable at all), which always has degree 0 because there are no variable factors present.

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Updated 2026-04-29

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