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f(x) = 2x^3 - 5x^2 + px -5 = 0. I've found the roots: 1+2i and 1-2i. How do I solve the equation? Do I simply use the formula to find the quadratic? (x-(1-2i))(x-(1+2i))?
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I found the quadratic to be: \[x ^{2}-2x+5\] What do I do from here?
missing a root, x^3 means it will have 3 roots
how did you find the roots with 2 unknowns?
given the eqn factor then find what value of p makes the eqn true
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