'Line passes' diaporamas de présentation

Chapter 6

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Equations of Straight Lines

6. Equations of Straight Lines. Case Study. 6.1 Equations of Straight Lines. 6.2 General Form of Equations of Straight Lines. Chapter Summary. Do you know how to represent this straight line by an equation?. Hm ... Can you tell me?. Case Study.

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Reducing Equations to a Linear Form

Reducing Equations to a Linear Form. Andrew Robertson. Today. Reducing data relationships to straight lines. WHY ? One good reason is to be able to make forecasts from data It is much easier to work and predict future results when the data lies on a straight line

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Section 8.1 Relations and Functions pages 400 - 404

Section 8.1 Relations and Functions pages 400 - 404. The data in the table could be written as a relation . A relation is a set of ordered pairs. Here is the relation represented by the table: {(25,133),(22,216),(24,148),(22,195),(20,74),(21,150)}.

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Geometry 3.5 Big Idea: Write and Graph Equations of Lines

Geometry 3.5 Big Idea: Write and Graph Equations of Lines. Reminder: One Way to Write a Linear Equation is Slope-Intercept Form y = mx + b m = slope b= y-intercept. y-intercept : point where line crosses (intercepts) the y-axis (x = 0)

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Slope of Parallel Lines

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C1: The Equation of a Straight Line, lesson 2

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Sec. 2.3

Sec. 2.3. Find the equation of the line with these properties: The line passes through the point A, which is also on the line y = 1. Sec. 2.3. Find the equation of the line with these properties: The x -coordinate of point A is six more than the y -coordinate of point A. Sec. 2.3.

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MTH 208 Week 5 Final Exam This tutorial contains 3 sets of finals with different values 1. Calculate the sum of 1/7 and 1/3. 2. Calculate the product of 1/3 and 1/4.

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MTH 208 UOP Course Tutorial/Uoptutorial

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