Domain And Range Of A Log Function

A simple exponential function like f x 2 x has as its domain the whole real line. When finding the domain of a logarithmic function therefore it is important to remember that the domain consists only of positive real numbers. So the values of x must be greater than zero.

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Domain and range of exponential and logarithmic functions recall that the domain of a function is the set of input or x values for which the function is defined while the range is the set of all the output or y values that the function takes.

Domain and range of a log function. For example consider latex f left x right mathrm log 4 left 2x 3 right latex. Y log 10 x the argument is x. Therefore the domain of the above logarithmic function is.

From the fact explained above argument must always be a positive value. X 0 or 0 domain of y log x a in the logarithmic function. That is the argument of the logarithmic function must be greater than zero.

In the logarithmic function.

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