please help with these practice questions thank you! This is a jpg image it was not linked from another site Carnegie Learning. inc.Explain hothe combination oferos of a cubic function from agraph of the function.Consider the functions k(x) = x-1, m(x) = x + 2, n(x) = x - 3, and f(x) = kx) m(x) • n(x).y@Graph k(x), m(x), and n(x).PRACTICEDetermine the degree of the function f(x).Explain your reasoning.(x-3)Degree of f(x) = 3Determine the zeros of f(x).Explain your reasoning. FCX) = 0x=0F(0) = (-1) (2)+10) = 6(0,6)e Sketch the graph of f(x).highest Power ofVariableDetermine the y-intercept of f(x).Explain your reasoning.ics of the functions that areof a polynomialpolynomial function may have a combinationof real and imaginary zeros, as long as the imaginaryzeros are in pairs.-(x-1) (x + 2√(x-3)=X = 1, -2,3-3)Go to Live Hint.com for helpConsider the graphs of the quadratic functiongix) = (x - 2)² and the cubic function f(x) = g(x) • h(x).Determine the degree of the function h(x).Explain your reasoning.Determine the x-intercept(s) ofh(x). Explain your reasoning.2-8 -484410.f(x) 6144-4-6--8-g(x)-8-6-4-20 2 4 6 88Function ConstructionX239

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Consider the functions k(x) = x-1, m(x) = x + 2, n(x) = x-3, and fix) = kx) m(x).n(x). Graph K(x), m(x), and n(x). PRACTICE Determine the degree of the function f(x). Explain your inyo (x-1) EX+2) (x-3) *Cx) = 3 = Drgree of highest Power of Variable Determine the zeros of f(x). Explain your reasoning. F(x)=0 x=0 (x-1) (x + 2)(x-3) = -8 -4 y 8 S

Consider the functions k(x) = x-1, m(x) = x + 2, n(x) = x-3, and fix) = kx) m(x).n(x). Graph K(x), m(x), and n(x). PRACTICE Determine the degree of the function f(x). Explain your inyo (x-1) EX+2) (x-3) *Cx) = 3 = Drgree of highest Power of Variable Determine the zeros of f(x). Explain your reasoning. F(x)=0 x=0 (x-1) (x + 2)(x-3) = -8 -4 y 8 S

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.5: Graphs Of Functions

Problem 36E

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