SOLUTION: I need to use Rational Zero Theorum to solve x^4-5x^3-48x^2-80x-24=0 Also what is the solution set for this equation? How do you find the solution set?

Algebra ->  Polynomials-and-rational-expressions -> SOLUTION: I need to use Rational Zero Theorum to solve x^4-5x^3-48x^2-80x-24=0 Also what is the solution set for this equation? How do you find the solution set?      Log On


   



Question 998046: I need to use Rational Zero Theorum to solve x^4-5x^3-48x^2-80x-24=0
Also what is the solution set for this equation? How do you find the solution set?

Answer by Alan3354(69443) About Me  (Show Source):
You can put this solution on YOUR website!
I need to use Rational Zero Theorum to solve x^4-5x^3-48x^2-80x-24=0
Also what is the solution set for this equation? How do you find the solution set?
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Start by trying the integer factors of 24
±1
±2
±3
±4
etc
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f(x) = x^4-5x^3-48x^2-80x-24
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If, eg, +1 is a zero, then divide by (x-1) and continue.
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You can use Excel to test for zeroes.
A graphing calculator will find them for you, too.