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
When you are left with a number = a variable.
the number that is shown the most in the eqution
iron + water + oxygen ----> hydrated iron(III) oxide
.diffrential eqution.!
A proportion is an equation that states that two ratios are equal.