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There is only one range for a given function.
Domain and range of a function from equation. In other words the range is the output or y value of a function. Oftentimes finding the domain of such functions involves remembering three different forms. First if the function has no denominator or an even root consider whether the domain could be all real numbers.
Range of a function this is the set of output values generated by the function based on the input values from the domain set. The domain of a function is the collection of independent variables of x and the range is the collection of dependent variables of y. Second if there is a denominator in the function s equation exclude values in the domain that force the denominator to be zero.
Domain of a function this is the set of input values for the function. In the example above the range of f x f x is set b. In the example above the domain of f x f x is set a.
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