Calculating Slope m = y2 – y1 x2 – x1.

Slides:

Advertisements

Similar presentations

3 hr 5 hr 8 hr Hours worked Charge

Advertisements

Objective - To find the slope of a line.

1.1 Line Segments, Distance and Midpoint

Three Steps To Graphical Analysis Graphs are one of the tools of the trade for Physicists. There are three basic things you can do with a graph. 1. You.

1.4 Linear Equations in Two Variables

3.6 PARALLEL LINES IN THE COORDINATE PLANE 1 m = GOAL

5.3 Inverse Function.

O A Corpo 1 Cinemática e Cinética de Partículas no Plano e no Espaço Análise Dinâmica dos Corpos O X Y X1X1 Y1Y1 X2X2 Y2Y2 X3X3 Y3Y3 A B P l = 75 mm l.

Graphs & Linear Equations

The Derivative in Graphing and Application

Slope of a Line 11-2 Warm Up Problem of the Day Lesson Presentation

Slope Problems.

Program Verification Using Hoares Logic Book: Chapter 7.

Linear Equations in Two Variables

VOCABULARY Coefficient – (Equation) Value multiplied by a variable

Numbers & Geometry Points and Distances. 6/3/2013 Numbers and Geometry 2 Distance d between numbers a and b d = Example: | = Points and Distances.

Constant, Linear and Non-Linear Constant, Linear and Non-Linear

Graphing Lines Day 0ne. Cover the concepts: Relation Function

On / By / With The building blocks of the Mplus language.

Gradient of a straight line x y 88 66 44 2 44 4 For the graph of y = 2x  4 rise run  = 8  4 = 2 8 rise = 8 4 run = 4 Gradient = y.

•B(3,6) •1 •3 Investigation. •A(1,2)

A.F 3.1- Graph Functions A.F 3.3- Slope

COORDINATE PLANE.

Slope and y-intercept Lesson 8-3 p.397.

Preview Warm Up California Standards Lesson Presentation.

By Lia Servidio and Kelly Lively

By Matty Lu and Mc-Welch

Straight Line Equation.

How to find the Distance, Midpoint, and Slope between two points. Please view this tutorial and answer the follow up questions on paper and turn in to.

2.5.2 – Writing Equations of Lines Cont’d. Yesterday, we could write equations of lines in a few ways 1) Given slope and y-intercept (y = mx + b) 2) Given.

5 x4. 10 x2 9 x3 10 x9 10 x4 10 x8 9 x2 9 x4.

CSE202: Lecture 3The Ohio State University1 Assignment.

y = 2x - 3 What’s this? y = 2x - 3 It’s a Linear Equation!

Slope and similar triangles

Finding The Slope Of A Line

Bellwork 4.3a SLOPE CONJECTURE Objectives: 1. Define the slope of a line 2. Discover formula for finding the slope of a line.

Chapter 5: Linear Functions

y = mx + b The equation is called the slope intercept form for a line. The graph of this equation is a straight line. The slope of the line is m. The.

MFM 2P Minds On Integer Review! Calculate the following without using a calculator.

4.4 Slope Formula.

Slope (Finding it from two points and from a table.)

Less 5-1 Slope. Math Vocabulary Slope: The diagonal “slope” of a line on a graph that runs through given points.

Using Your Algebra Skills 3. The two lines at the right are parallel. How do their slopes compare?

Warm-Up. Slope Slope Objectives: Define slope as the ratio of vertical rise to horizontal run. Determine the slope of a line given a graph. Determine.

How are slopes measured? SLOPE = Third: Make a ratio of rise over run and then simplify. Let’s find the slope of this line. First: Find the rise.

CHAPTER 6. 1.Rate of Change: The relationship between 2 quantities when one item depends on another. Rate of Change = change in DEPENDENT var change in.

Slope Formula. P1: ( -4, -5) P1: ( x 1, y 1 ) X 1 = -4, y 1 = -5 P2:( 4, 2) P2: (x 2, y 2 ) X 2 = 4, y 2 = 2 ( -4, -5) & ( 4,2)

SLOPE LESS 5-1. MATH VOCABULARY Slope: The diagonal “slope” of a line on a graph that runs through given points.

Slope & Midpoint on the Coordinate Plane. SLOPE FORMULA Given two points (x 1,y 1 ) and (x 2,y 2 ) SLOPE The rate of change to get from one point to another.

CALCULATING SLOPE SOL A.6a. WHAT IS A LINE?  Contains infinitely many points that extends in two opposite directions without end  Continuous function.

Midpoint Objective: Students will be able to apply the midpoint formula to find endpoints and midpoints of segments.

Finding the slope of a Line

Graphing and Writing Equations of Lines (2-4)

Lesson 4 Notes – Graphing in Slope-Intercept Form

Slope of a Line (6.1).

4.4 Slope Formula.

Finding Slope F-IF: 1, 2, 5, 7, 9 A-REI: 10.

Finding the slope of a line using a graph

Finding the Slope of a Line Unit 7.02

3.3 Rate of Change and Slope

SLOPE = = = The SLOPE of a line is There are four types of slopes

Graphing Linear Equations

Slope and similar triangles

We have used 3 different methods for graphing equations.

Writing Linear Equations Given Two Points

Graphing Linear Equations

Find the y-intercept and slope

Graphing Functions x f(x) = 2x (2) + 7 = (3) + 7 = 13 4

Presentation transcript:

Calculating Slope m = y2 – y1 x2 – x1

Examples (3, 5) , (9, 7) Remember that every point is in the form (x,y). The very first thing you should do is label your points. x1 y1 x2 y2 Now stick them directly into the formula. 7 – 5 = 2 = 1 9 – 3 6 3 So, the slope is 1/3.

Examples Cont. (-1, -10) , (4, -2) Once again, label your numbers. x1 Stick them directly into the formula. -2 – (-10) = -2 +10 = 8 4 – (-1) 4 + 1 5 So, the slope is 8/5. Don’t change this to a mixed number. Remember, slope is rise over run. It needs to look like a fraction.

Independent Practice (5, 0) , (-7, 3) Did you remember to label your numbers? x1 y1 x2 y2 Did you put them directly into the formula? 3 – 0 = 3 = 1 -7 – 5 -12 -4 The slope is -1/4.

Independent Practice Cont. (4, -3) , (9, -6) Did you label the numbers? x1 y1 x2 y2 Stick them directly into the formula. -6 – (-3) = -6 + 3 = -3 9 – 4 5 5 So, the slope is -3/5.