This math topic focuses on determining the domain of functions that are expressed as a ratio of linear polynomials (fraction linear over linear). The problems involve analyzing the denominator of the function to identify values that would make it zero, as the function is undefined at these points. Each question presents a function, and multiple-choice answers detail different sets describing the possible domain excluding values that make the denominator zero. The broader theme is solving practices related to functions, specifically their domain and range.

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Function Domain - Fraction Linear over Linear to Domain Definition

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What set describes the domain of this function?

f(x)=1x51x3f(x) = \frac{-1x-5}{-1x-3}

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