I can simplify polynomials by collecting like terms

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I can simplify polynomials by collecting like terms
MFM1P Review Learning Goals: I can simplify polynomials by collecting like terms I can add polynomials I can subtract polynomials I can use the distributive property I can multiply monomials by polynomials I can solve area and perimeter problems involving polynomials

MFM1P Review Simplify: −4 𝑥 𝑥 – 2 𝑥 𝑥 − 1

MFM1P Review Simplify: 10 𝑥 2 −8𝑥+3 −8𝑥+1 −4 𝑥 2

Simplify: (−3 𝑥 2 +2 −4𝑥)+(5 𝑥 2 −8𝑥 −5)
MFM1P Review Simplify: (−3 𝑥 2 +2 −4𝑥)+(5 𝑥 2 −8𝑥 −5)

Simplify: (12𝑥 −4 𝑥 2 +1)+(−8𝑥 −5 𝑥 2 −1)
MFM1P Review Simplify: (12𝑥 −4 𝑥 2 +1)+(−8𝑥 −5 𝑥 2 −1)

Simplify: (4 𝑥 2 +3𝑥−6)−(−3 𝑥 2 −𝑥+10)
MFM1P Review Simplify: (4 𝑥 2 +3𝑥−6)−(−3 𝑥 2 −𝑥+10)

Simplify: (−2 𝑥 2 −9𝑥−6)−(−4 𝑥 2 −4𝑥+1)
MFM1P Review Simplify: (−2 𝑥 2 −9𝑥−6)−(−4 𝑥 2 −4𝑥+1)

MFM1P Review Simplify: −2(2 𝑥 2 +3𝑥 −5)

MFM1P Review Simplify: 4𝑥(−3 𝑥 2 −𝑥+5)

MFM1P Review Simplify: 2 3𝑥+5 +4(2𝑥−1)

MFM1P Review Simplify: 𝑥 −𝑥−3 +2(3𝑥+10)

MFM1P Review Simplify: 2𝑥 3𝑥−4 −3𝑥(6𝑥+2)

MFM1P Review Determine the perimeter of this triangle 6𝑥 4𝑥−7 3𝑥+4

Lesson 8: Multiplying a Monomial by a Polynomial
MFM1P Lesson 8: Multiplying a Monomial by a Polynomial 5𝑥 Determine the area of the white part of the shape. 𝑥+ 1 3𝑥 −1 𝑥

MFM1P Review 2𝑥 Determine the perimeter of this composite shape 𝑥+3 6𝑥 −2 𝑥 8𝑥

Homework – Review for Test
MFM1P Review Homework – Review for Test Pg. 288 #4, 7-10, 13-15 Extra Practice: Pg. 290 #1, 3, 6 Test Tomorrow

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