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Polynomials and Multiplying Polynomials
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2 Polynomials int i 2. Write your (decreasing order of degree) Adding and subtracting palynomials- adding Polynomals: 1. Add like terms together 1 answer in Standard Form . * " 1 F F 1 1 Ex: (46²1-9) + (7x4-96x²+48) (41²-9) + (7x-9² +8) -5x²-1+ 7x -> -5x² Subtracting Polynomials Ex: (3x3-6-9-(23-3-3) 1. Turn into an addition problem by changing. the - to + between the two polynomials -> (3x²-6x-9) + (-2x²-8x+3) and reversing the sign of each term in the Second polynomial. =X²-14x-6 2. Add like terms together. 3. Write your answer in Standard Form.. * Multiplying Polynomials Monomial & Polynomial 1. Use the distributive property to multiply the monomial by each. ferm.. 2. Write. answer in Standard Form. your Binomial x Binomial 1. Foil (multiply the first two terms, the Outer two terms, two inner terms, and the last two terme. 2. Combine like terms and write your answer in Standard Form... F - First ::O-Outer I - Inner L-Last Ex: 4x² (3x²-8x-5) 4x²-(3x-8x-5) = 12x4-32x³-20x² Ex: (x+3)(2x-1) (x+3)(2x-1). F:2x²0x I: 6x L-3 = 2x²+5x-3 Any Polynomial x Any Polynomial 1. Multiply each term from the first polynomial by each term in the second polynomial. 2. Combine like terms and write in. Standard Form. your. answer Ex: (x+2)(x²-3x-8) (x+2)(x²-3x-8) =x²-3x²2²-8x+2x²-6x-16 =x²-x²-14x-16
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Polynomials and Multiplying Polynomials
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Chrissy
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Just a quick note sheet with instructions and color coded examples :)
Chrissy
2 Followers
Just a quick note sheet with instructions and color coded examples :)
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2 Polynomials int i 2. Write your (decreasing order of degree) Adding and subtracting palynomials- adding Polynomals: 1. Add like terms together 1 answer in Standard Form . * " 1 F F 1 1 Ex: (46²1-9) + (7x4-96x²+48) (41²-9) + (7x-9² +8) -5x²-1+ 7x -> -5x² Subtracting Polynomials Ex: (3x3-6-9-(23-3-3) 1. Turn into an addition problem by changing. the - to + between the two polynomials -> (3x²-6x-9) + (-2x²-8x+3) and reversing the sign of each term in the Second polynomial. =X²-14x-6 2. Add like terms together. 3. Write your answer in Standard Form.. * Multiplying Polynomials Monomial & Polynomial 1. Use the distributive property to multiply the monomial by each. ferm.. 2. Write. answer in Standard Form. your Binomial x Binomial 1. Foil (multiply the first two terms, the Outer two terms, two inner terms, and the last two terme. 2. Combine like terms and write your answer in Standard Form... F - First ::O-Outer I - Inner L-Last Ex: 4x² (3x²-8x-5) 4x²-(3x-8x-5) = 12x4-32x³-20x² Ex: (x+3)(2x-1) (x+3)(2x-1). F:2x²0x I: 6x L-3 = 2x²+5x-3 Any Polynomial x Any Polynomial 1. Multiply each term from the first polynomial by each term in the second polynomial. 2. Combine like terms and write in. Standard Form. your. answer Ex: (x+2)(x²-3x-8) (x+2)(x²-3x-8) =x²-3x²2²-8x+2x²-6x-16 =x²-x²-14x-16
2 Polynomials int i 2. Write your (decreasing order of degree) Adding and subtracting palynomials- adding Polynomals: 1. Add like terms together 1 answer in Standard Form . * " 1 F F 1 1 Ex: (46²1-9) + (7x4-96x²+48) (41²-9) + (7x-9² +8) -5x²-1+ 7x -> -5x² Subtracting Polynomials Ex: (3x3-6-9-(23-3-3) 1. Turn into an addition problem by changing. the - to + between the two polynomials -> (3x²-6x-9) + (-2x²-8x+3) and reversing the sign of each term in the Second polynomial. =X²-14x-6 2. Add like terms together. 3. Write your answer in Standard Form.. * Multiplying Polynomials Monomial & Polynomial 1. Use the distributive property to multiply the monomial by each. ferm.. 2. Write. answer in Standard Form. your Binomial x Binomial 1. Foil (multiply the first two terms, the Outer two terms, two inner terms, and the last two terme. 2. Combine like terms and write your answer in Standard Form... F - First ::O-Outer I - Inner L-Last Ex: 4x² (3x²-8x-5) 4x²-(3x-8x-5) = 12x4-32x³-20x² Ex: (x+3)(2x-1) (x+3)(2x-1). F:2x²0x I: 6x L-3 = 2x²+5x-3 Any Polynomial x Any Polynomial 1. Multiply each term from the first polynomial by each term in the second polynomial. 2. Combine like terms and write in. Standard Form. your. answer Ex: (x+2)(x²-3x-8) (x+2)(x²-3x-8) =x²-3x²2²-8x+2x²-6x-16 =x²-x²-14x-16
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