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How do you use the Rational Zeros Theorem to determine if there are any zeros in the polynomial f(x)=6x^3-5x-1
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Given a polynomial ax^n+.......+ c, the RZT says that possible roots are given by plus/minus factor combos of c/a, in this case 1/6 so 1/1,-1/1,1/2,-1/2, etc
So, those are the possible zeros? And now I need to plug them in and see if they work, correct?
Well, your question doesn't say you actually have to do it but yes, that's what you would do.
Okay, thanks so much.
ur welcome
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