SOLUTION: What is the coefficient of the term free of x of the expansion of (2x - 5y)^4
The degree of the polynomial f(x) whose only root is 3 of multiplicity 3 is three. TRUE or False
Question 1001659: What is the coefficient of the term free of x of the expansion of (2x - 5y)^4
The degree of the polynomial f(x) whose only root is 3 of multiplicity 3 is three. TRUE or False Found 2 solutions by Boreal, MathTherapy:Answer by Boreal(15235) (Show Source): You can put this solution on YOUR website! The coefficient of the term without an x is (-5y)^4.
The coefficient is (-5)^4=625.
Only root of 3 is multiplicity 3 is degree three. TRUE. If the only REAL root is 3, it is possible for the polynomial to have complex roots.
Answer by MathTherapy(10557) (Show Source): You can put this solution on YOUR website! What is the coefficient of the term free of x of the expansion of (2x - 5y)^4
The degree of the polynomial f(x) whose only root is 3 of multiplicity 3 is three. TRUE or False
An x doesn't exist at the term where x = . This is at the 5th term of the expansion, or more specifically at: .
This results in: -------> -------> , which gives a coefficient of: