Graphing

Function Grapher

Enter a function of x and an interval. The calculator samples the function, plots it as a smooth curve, locates the zeros by bisection and the local extrema from sign changes of the derivative, then overlays every feature on the plot.

Function Grapher

Plot y = f(x) with zeros, extrema and the y-intercept marked.

Try:

Frequently asked questions

What syntax does f(x) accept?

Standard arithmetic and the usual functions: sin, cos, tan, exp, ln, log, sqrt, abs and ^ for powers. Constants pi and e are built in.

Are the zeros exact?

They are numerical, found by sign changes between samples and refined with bisection to many significant figures — well below the plot resolution.

Can it handle vertical asymptotes?

Yes. When the function value jumps by an outlier amount between two adjacent samples (as for 1/(x − 1)), the polyline is broken so the asymptote is not drawn as a vertical line.