5.1 line segments on the cartesian...
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Unit 5 Linear Equations Notes.notebook
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Unit 5: Linear Equations
5.1 Line Segments on the Cartesian Plane
Unit 5 Linear Equations Notes.notebook
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Unit 5 Linear Equations Notes.notebook
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5.2 Slope as Rise Over Run
is a measure of the of the line segment.
It is the ratio of (change of vertical height between
count down.
Unit 5: Linear Equations
Unit 5 Linear Equations Notes.notebook
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Lines 1 & 4 ____ Lines 2 & 5 ____ Lines 3 & 6 ____
has a __________ slope.
has a __________ slope.
Slope Tree
Unit 5 Linear Equations Notes.notebook
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Ex.) A line segment has a slope of and a rise of 12. Calculate the run as an exact value.
Ex.) How do you find a missing rise or run when given the slope
Unit 5: Linear Equations
5.3 Slope Formula
Unit 5 Linear Equations Notes.notebook
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Consider the points A(5, -3), B(2, 6) and C(-7, 33).
a) Prove points A, B, and C are collinear.
Unit 5 Linear Equations Notes.notebook
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Unit 5: Linear Equations
5.4 Parallel and Perpendicular Lines
Ex.)
Ex.)
Ex.)
with a slope of 3/4.
GH which is parallel to
BF which is .
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Ex.) If is the point (4, 7) and is the point (6, -2), find the slope of a line segment;
a) parallel to line segment
b) perpendicular to line segment
Unit 5 Linear Equations Notes.notebook
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Unit 5: Linear Equations
5.5 Slope Y-Intercept Form
a) y = 3x + 2 b) y = 7 - 0.5x
Unit 5 Linear Equations Notes.notebook
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Unit 5 Linear Equations Notes.notebook
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Unit 5: Linear Equations
5.6 Writing Equations in y=mx+b Form
Unit 5 Linear Equations Notes.notebook
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Unit 5: Linear Equations
5.7 General Form
a) y = 5x - 8 b) y = c) y= x + 4 5
a) 2x - 5y + 25 = 0 b) 6x + 2y - 15 = 0
Unit 5 Linear Equations Notes.notebook
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Ex.) Which of the following is/are perpendicular or parallel to the line 4x-2y+9=0?
i) 6x+3y-1=0 ii) x+2y-12=0
Unit 5: Linear Equations
5.8 Slope-Point Form
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