Extreme Points of biquadratic equations

Extreme points are points in a curve where the function turn around. In continous functions like quadratic functions, biquadratic functions and any other polynomial, the extreme points are where the slope of the functions equal to zero. Since the slope of a function is the differentiation result of a function, we will need to look for where y'(x)=0.

All you have to do is to check the check box titled "Extreme Points" ( see the picture above ). Then click as HTML to tell Orimath Biquadratic Solver to solve the problem for you and tell you the steps required to get the answer.