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Find all real zeros of the polynomial f(x)=x^4 + 8x^3 + 7x^2 and determine the multiplicity of each. Help guys!
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Factor out x^2 to get x^2(x^2+8x+7) Factor further to get x^2(x+7)(x+1) So we got 0 twice, -7 once, and -1 once
okay, would the multiplicties be 2, 1, and 1?
@FutureMathProfessor
Yes
okay, thanks. can you help me with another one? Find a plynomial with the given zeros. -1, 7, -√2, √2. We have to expand the expression too.
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Your polynomial is (x+1)(x-7)(x+sqrt2)(x-sqrt2) Just do foil three times.
How do I do it with the square roots? I can get it until I have to start adding and subtracting them..
wait.. nevermind. I figured it out.
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