Orimath Biquadratic Equation and Function Solver

Biquadratic equations are in a sense a quadratic equation disguising as a quartic equation. Instead of taking the form of ax² + bx + c = 0 like quadratic equations, biquadratic equation take the form of ax⁴ + bx² + c = 0. As the format of quadratic equations and biquadratic equation are essentially the same, the steps used to deal with quadratic equations can also be used to deal with biquadratic equations. However there are also some additional steps required to solve problems related to biquadratic equation or biquadratic function.

Orimath biquadratic Solver is a variant of Quadratic Equation Calculator designed not only to answer biquadratic equations and biquadratic functions related problems, but also tell you how to do them step-by-step. By using Orimath Biquadratic Solver, you can learn how to solve biquadratic equations using various methods such as quadratic formula, factorization and completing the square.

Orimath Biquadratic Solver is not only capable of solving problems related to biquadratic equations, but also capable of solving basic calculus related to biquadratic functions ( y(x) = ax⁴ + bx² + c ), such as doing for differentiation, integration, calculating area below the curve and calculating curve length. As always, the biquadratic calculator will tell you the steps required to do the problems.

In the list below you can see several examples of questions and answer generated by Orimath biquadratic Solver :
 - Looking for the roots of biquadratic Equations
 - Looking for possible values of x²
 - Plotting biquadratic Functions
 - Looking for X-intercepts and Y-intercept
 - Looking for Extreme Points