(A) Find the complex zeros of the given polynomial function. Use the Intermediate Value Property to show there is at least one real zero between 0 and 1. Write the function in complete factored form. Use only linear factors. No quadratic ( x). p (x) = 2x ¬ 3x ¬ 13x² + 37x ¬ 15

Algebra and Trigonometry (MindTap Course List)
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Chapter3: Polynomial And Rational Functions
Section3.FOM: Focus On Modeling: Fitting Polynomial Curves To Data
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please take the -| as a negative sign 

(A) Find the complex zeros of the given polynomial function.
cu-
Use the Intermediate Value Property to show there is at least one real zero between 0 and 1.
Write the function in complete factored form. Use only linear factors. No quadratic ( x).
p (x) = 2x ¬ 3x³ ¬ 13x² + 37x ¬ 15
(B) Sketch the graph of the given polynomial function. Intercepts must be clearly marked on the graph.
p (x) = ¬ x² (4x¬3) (x + 1)²
End Behavior: As x → ∞, p(x) –
As x →
700, p(x) –
Transcribed Image Text:(A) Find the complex zeros of the given polynomial function. cu- Use the Intermediate Value Property to show there is at least one real zero between 0 and 1. Write the function in complete factored form. Use only linear factors. No quadratic ( x). p (x) = 2x ¬ 3x³ ¬ 13x² + 37x ¬ 15 (B) Sketch the graph of the given polynomial function. Intercepts must be clearly marked on the graph. p (x) = ¬ x² (4x¬3) (x + 1)² End Behavior: As x → ∞, p(x) – As x → 700, p(x) –
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