# Graph Y=(3x-1)/(x-2) and identify the domain and range.

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The domain of a function is all values of the independent variable that result in a real value of the independent variable. For y = (3x - 1)/(x - 2), y is real and determinate for all values of x except x = 2.

The domain is R - {2}

y can take all values that lie in R for the domain of x. The range of the function is R.

**The domain of the function is R -{2}**

**The range of the function is R**