A biquadratic is a polynomial which involves only the second and fourth powers of a variable.
an equal sign and an answer
.diffrential eqution.!
Divide the original circle's area by the factor you want to divide it into.
there's no way to solve it
A biquadratic is a polynomial which involves only the second and fourth powers of a variable.
A quartic is a polynomial of degree 4, meaning the highest exponent is 4. Biquadratic can mean the same thing, but most mathematicians use the term biquadratic to refer to an equation of degree 4 with no odd powers. So for example we cannot have an x3 term. An example of a biquadratic is: x4 +x2 + 22=0
it a biquadratic bezier patch.
Jean-Marc Deshouillers has written: 'On sums of sixteen biquadrates' -- subject(s): Biquadratic Equations, Equations, Biquadratic
Equations of the form z^4+az^2+a_0 are known as biquadratic equations. They are quartic equations. In general they can be solved by reducing them to a quadratic equation where x=z^2 is the variable. Then you can use the quadratic formula or factor. So plugging in x to the biquadratic giives us x^2+ax+a_0.
an equal sign and an answer
chemical eqution is the practical equation with chemicals chemical eqution is the practical equation with chemicals
the number that is shown the most in the eqution
When you are left with a number = a variable.
.diffrential eqution.!
iron + water + oxygen ----> hydrated iron(III) oxide
16 + 3x