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x^3-4x+1=0
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are we factoring, solving?
finding the actual roots
rational roots I mean
Have you learned how to use synthetic division yet?
I dont know what that is
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Are you sure that this is the right question? Not missing any signs or anything? Because to solve this equation you'd need numerical / analytical approaches.
Like for instance, if your question rather is: \[\Large x^2-4x+1=0 \] then that changes everything
my my question is the same but the x is cube instead of squared
Do you know the Newton Method, or the Method of Bisection?
no
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