Problem 1: The polynomial P(x) = 2x4 - 6x³ - 4x² +20x24 has a complex zero of k = 1 + i. a. Find the remaining complex zeros and real zeros of the polynomial P(x). Be sure to justify your work using techniques learned in the class and not just list answers using trial and error. b. Write the complete factored form of the polynomial P(x).

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A: Given that is one root of the cubic polynomial  , so we have to find the other two roots of the…

Q: What are the exact values of the roots of the following polynomial function? f(x)=2x³+2x²-8x-48…

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Q: Write the following complex polynomials in factored form. You may check your final answer using…

A: Given term is: h(z)=z4+25i

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Q: Question #6 For polynomial P(x) = 4x4 — 12x³ + 29x² −22x+5, please do the following. a) list all…

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Q: 3. Find all zeros(real and complex) of the polynomial P(x) = x* + x³ + 7x² + 9x – 18, making sure to…

A: The given polynomial is  P(x) = x4 +x3 + 7x2 + 9x - 18

Q: 13. If x = 7 is a root of x-3x2 -7x + 21 = 0, use synthetic division to factor the polynomial…

A: 13.

Q: Problem 4. Find all real zeros of P(x) = 3x-5x'-16x +7x+15 using the techniques we discussed in…

A: We solve this question with the help Rational root test.

Q: [23-R] [CLO 6] Find all of the solutions of the equation 3(x + 5)3 (6 − x)9 (4x − 2) = 0. (Note:…

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