Answer:
factor of [tex]200t+8t^3-80t^2[/tex] is, [tex]8t(25+t^2-10t)[/tex]
Step-by-step explanation:
GCF(Greatest common Factor) states that the largest factor that divide the polynomial.
Given the expression:
[tex]200t+8t^3-80t^2[/tex]
The GCF of [tex]200t[/tex], [tex]8t^3[/tex] and [tex]80t^2[/tex] is, 8t
then;
[tex]8t(25+t^2-10t)[/tex]
Therefore, the factor of [tex]200t+8t^3-80t^2[/tex] is, [tex]8t(25+t^2-10t)[/tex]
