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
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-> 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
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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.
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:
