A factor for this biquadratic polynomial equation is 9(y^3+3).
What is the factor of a polynomial equation?
The factor(s) of a polynomial equation are numbers or expressions, that if multiplied together, give the result of the original polynomial equation.
The original polynomial equation is calculated as:
= 6z^4 -4+9(y^3+3)
= 6z^4 - 4+9y^3 + 27
= 6z^4 +9y^3 + 23
The factor from the biquadratic polynomial equation is 9(y^3+3).
Learn more about factors of a polynomial equation here:
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