7/26/2012 The Domain of a Function IN OTHER WORDS: A) You can NOT divide by zero. Any values that would result in a zero denominator are NOT allowed, therefore the domain of the function (possible x values) would be limited. B) You can NOT take the square root (or any even root) of a negative number. Any values that would result in negatives under an even radical (such as square roots) result in a domain restriction. Find the Domain of the Function This is a polynomial function, so the domain of f is all real numbers or Find the Domain of the Function This is a rational function. So the denominator cannot equal zero. The domain of f is The domain in interval notation is Find the Domain of the Function Domains of Other Functions This is a root function where n = 5, an odd number. Therefore the domain is all real numbers for which function is defined. is a rational function, so all values of x that cause the denominator to equal to zero must be eliminated. These values cause the function to be undefined. The domain of f is The domain in interval notation is 1 7/26/2012 Example Example Find the domain. Example Example • Find the domain 2
© Copyright 2026 Paperzz