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| The equation x (sub 1) times y (sub 1) =x (sub 2) times y (sub 2) is called the product rule for invers variations |
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| Since division by zero is undefined, any value of a variable that results in a denominator of zero in a rational function cannot be in the domain of the function. |
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| The function y=300/x is an example. The denominator cannot be zero. This is nonlinear. |
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| An algebraic fraction whose numerator and denominator are polynomials. The denominator cannot be zero. |
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| Has one or more fractions in the numerator or denominator |
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| Contains the sum of a monomial and other polynomials |
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| Contains one or more rational expressions |
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| When an answer of a rational equation results in a zero in the denominator |
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