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Writing Equations of Lines

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Presentation on theme: "Writing Equations of Lines"β€” Presentation transcript:

1 Writing Equations of Lines
2. Point 1. Slope Slope = 𝑹𝑰𝑺𝑬 𝑹𝑼𝑡 = βˆ†π’š βˆ†π‘Ώ = π’š 𝟐 βˆ’ π’š 𝟏 𝒙 𝟐 βˆ’ 𝒙 𝟏 Point Slope Form π’šβˆ’ π’š 𝟏 =π’Ž(π’™βˆ’ 𝒙 𝟏 )

2 Writing Equations of Lines
Slope Intercept Form π’š=π’Žπ’™+𝒃 Standard Form 𝑨𝒙+π‘©π’š+π‘ͺ=𝟎

3 Parallel Lines β€œnever touch”
Two lines in the same plane that have the SAME SLOPE.

4 Perpendicular Lines β€œ90 degrees”
Two lines in the same plane that have OPPOSITE RECIPROCAL SLOPES.

5 #3 The Quadratic Formula
#1 Square Root Method - When it works, it’s fast (Either no linear term or quantity squared) - Part of completing the square #2 Factoring - Standard Formβ†’Factoring β†’Factored Form - Zero Product Property: If π‘Žπ‘=0, π‘‘β„Žπ‘’π‘› π‘Ž=0 π‘œπ‘Ÿ 𝑏=0 #3 The Quadratic Formula - Works every time! And it skips right to x-intercepts (zeroes/solutions) - If π‘Ž π‘₯ 2 +𝑏π‘₯+𝑐=0, π‘‘β„Žπ‘’π‘› π‘₯= βˆ’π‘Β± 𝑏 2 βˆ’4π‘Žπ‘ 2π‘Ž

6 Rational Zero Theorem Long Division, Synthetic Division, Factoring
Standard Form Rational Zero Theorem Long Division, Synthetic Division, Factoring Factored Form Quadratic Formula, Square Root Method, Calculator Factors Zero Product Property Zeroes


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