Problem 70 of 7
Find complex roots from factored polynomial linear factors and irreducible quadratics.
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solve each real/complex factor.
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Solve every factor, including real irreducible quadratics over complex numbers.
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Correct
Your answer is equivalent to the expected form.
Solution
Walkthrough
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1. Set each factor equal to zero.
2. Solve linear factors directly.
3. Use square roots or quadratic formula for complex quadratic roots.
Use the worked steps, then substitute the final answer back into the original relationship to confirm it satisfies the prompt.
Listing only real roots.