Description of unit 5 polynomial functions homework 1 answer key Name: Date: LESSON 5 MULTIPLYING POLYNOMIALS COMMON CORE ALGEBRA II Do Now: (a) Fill in the rule: When multiplying monomials, we the exponents!(b) Evaluate:(c) Evaluate:3×5 2×3 (x6)(x) (d) Evaluate: Fill & Sign Online, Print, Email, Fax, or Download
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Сomplete the unit 5 polynomial functions for freeRate free unit 5 homework 1 monomials and polynomials form If you believe that this page should be taken down, please follow our DMCA take down process here. This preview shows page 1 - 3 out of 3 pages. Name:Unit 5: PolynomialFunctionsDate:January14,2021_Bell:__Homework 3: Zeros andMultiplicityDirections: Name the zeros, their multiplicity, and the effect of the multiplicity on thegraph.1. f(x)= x2(x - 1)^(x+5)2.f(x) = -2x(3x +1)2(x+7)?Zero |MultiplicityEffectZero |MultiplicityEffect3.f(x)=x3–12x2+35x4. f(x) = 3.x3 – 21x2–54xZer oMultiplicityEffectZero | MultiplicityEffect5.f(x) =x4 –16x3+64x26.f(x) = -8x3 –20.x2ZeroMultiplicityEffectZero|MultiplicityEffect7.A polynomial function has a zeros at-1, 2,and 7 (all multiplicity1). Write a functionin standardform that could represent thisfunction.8.A polynomial function has a zeros at 5 End of preview. Want to read all 3 pages? Upload your study docs or become a Course Hero member to access this document Tags Zero, polynomial function |