Linear Relationships Caleen Washington Gary Stewart Daniel Abreu.

Slides:



Advertisements
Similar presentations
Four Faces of a Linear Function
Advertisements

Calculating Slope Y-interceptWhat’s that line? What’s that graph? Vocabulary $ $ $ $ $ $ $ $ $
1 Linear Equation Jeopardy SlopeY-int Slope Intercept Form Graphs Solving Linear Equations Q $100 Q $200 Q $300 Q $400 Q $500 Q $100 Q $200 Q $300 Q $400.
Jeopardy Standard Slope-Intercept Point-Slope
Identifying and Representing Proportional Relationships
EXAMPLE 3 Write an equation for a function
Worksheet both sides, ratio and rate quiz Thursday
Functions from Tables and Graphs Determining Functions From Graphs To be a function, the graph must pass the vertical line test. When a vertical line.
What is a Relation? What is a Function? Have we seen these before??
TEXT: Michael Parkin and Bade Robin (2013) Microeconomics: Canada in the Global Environment, Eights Edition with MyEconLab.
Check it out! 1.3.1: Creating and Graphing Linear Equations in Two Variables 1.
Graph each point on the same coordinate plane. 1. A(-1,2) 2. B(4,7) 3. C(-3,0) 4. D(0,3) 5. Refer to Exercises 1-4. Which equation below gives the relationship.
Fun with Functions Katherine Doan 9/22/10. The Problem Darby is saving money for her prom dress. If every yard of fabric costs $6.85, how much money will.
Slide 1 Lesson 76 Graphing with Rates Chapter 14 Lesson 76 RR.7Understand that multiplication by rates and ratios can be used to transform an input into.
2.5 Linear Equations and Formulas: Linear Equation: An equation that produces a line on a graph. Literal Equation: An equation that involves two or more.
December 3, 2012 Writing Linear Equations from a table and graph Warm-up: Ridiculous Joe’s Cell Company has a monthly cell phone plan that includes a $35.
Functions! By: Haylee Garner. Problem: Kim went to the pumpkin patch. The price for pumpkins were.25 cents per pound. If I picked out a pumpkin that was.
Focus 1 and 2 Review. Evaluating tables for proportional relationships Consider the following table: Time in seconds (t) Distance in meters (d)
Back to menu Final jeopardy question
Objectives: Represent linear patterns with equations. Represent linear equations with graphs. Standards Addressed: G: Represent relationships with.
Write a recursive routine that describes each sequence. Find the 7 th term. 1.7, 4, 1, −2, … 2.9, 17, 25, 33, … 3. Warm-Up
Warm Up 1) Graph the line y = -3 2) You drive 60 miles in 2 hours and 150 miles in 5 hours. What is the rate of change and what does it represent?
Graphs We often use graphs to show how two variables are related. All these examples come straight from your book.
2.1.1 Calling Plans day 3 Unit 2: Linear Relationships SWBAT: Compare calling plans by using graphs, tables, and equations.
Time (days)Distance (meters) The table shows the movement of a glacier over six days.
Notes: Slope and Trend What is slope? How do you find the slope of a line?
Four Faces of a Linear Function How is a linear relationship used in our everyday world?
Direct Variation Chapter 5.3.
Topic 5A: Linear Equations
Chapter 2 – Linear Equations and Functions 2.2 – Linear Functions and Function Notation.
Linear Relationship Danielle Dennis, Taylor Monto, Melissa Meyers.
By: Sydney Davis Jannessa Hardiman Jannessa Hardiman Austin Hill Austin Hill Our Linear Relationship Presentation.
3.1 Solving Systems Using Tables and Graphs When you have two or more related unknowns, you may be able to represent their relationship with a system of.
4.2 Patterns and Linear Functions I can identify and represent patterns that describe linear functions.
Learning Target: I can find the unit rate and the constant of proportionality from a graph, table, and equation. Homework: Complete notes on p.11 for the.
Direct Variation Chapter 5 Section 2. Objective  Students will write and graph an equation of a direct variation.
2.1.1 Calling Plans day 4 calling cards Unit 2: Linear Relationships SWBAT: Compare calling plans by using graphs, tables, and equations.
A. B. C. D. 1. The line below is translated three units down. What is the slope of the new line?
Examples of Linear Relationships Talya Warrick, Akei Coffman, Robert Stanton.
1.5 Scatter Plots & Line of Best Fit. Scatter Plots A scatter plot is a graph that shows the relationship between two sets of data. In a scatter plot,
EOC Review Word Problems.
A presentation for: Verizon store employees Topic: How to help a customer choose a cell phone plan and a text message plan By Verizon Store Managers: Insert.
Algebra 1 Section 4.2 Graph linear equation using tables The solution to an equation in two variables is a set of ordered pairs that makes it true. Is.
Counting by Fives with Nickels. 5 cents 5, 10 cents.
Chapter 3 Linear Systems Review
3.3 Rate of Change and Slope
1.1 Tables and Graphs of Linear Equations
Characteristics of Functions
Average Rate of Change.
Linear Equations Y X y = x + 2 X Y Y = 0 Y =1 Y = 2 Y = 3 Y = (0) + 2 Y = 2 1 Y = (1) + 2 Y = 3 2 Y = (2) + 2 Y = 4 X.
Graphing Equations TeacherTwins©2014.
Variables and Patterns
Day 18 - Solving simple systems
Proportional and Non-proportional Relationships
LINEAR RELATIONS CHAPTER 4.
1. > < ≥ ≤ Signs of Inequality Term Definition Example
Relations & Functions.
Graph Review Skills Needed Identify the relationship in the graph
©G Dear 2009 – Not to be sold/Free to use
How to describe all sections of the graph
Objective & Essential Understanding
Solutions of Linear Functions
You will have 20 Seconds to answer each question.
You will have 20 Seconds to answer each question.
UNIT SELF-TEST QUESTIONS
5.1 – Rate of Change Textbook pg. 294 Objective:
Is it proportional? We will look at some equations, graphs and tables and you will decide if the relationship is proportional. Tell why or why not. If.
©G Dear 2009 – Not to be sold/Free to use
Different Linear Relationship
Scatter Plots Learning Goals
Presentation transcript:

Linear Relationships Caleen Washington Gary Stewart Daniel Abreu

Linear Relationship Linear relationships is a graph that has two variables, and has a relationship that goes at a steady pace.

Jobs and Payments Your pay for your job increases as the time passes. For example you could work for forty hours and get twelve dollars for each hour.

Prices of Pizza The price of pizza decreases as you buy more pizza. For example one pizza is $1.50, two pizzas are $2.50 ect.

Texting Prices The cell phone text increases by five cents per text sent. For example: one text equals five cents, two texts equals ten cents, three texts equals fifteen cents, ect.

Variables The dependent variable is the cost. This is the dependent variable because the cost depends on the number of cost. The independent variable is the number of text messages. This is the independent variable because it doesn’t need assistance of another variable.

Table Texts Costs

graph

Did you connect the coordinates? The points should be connected, because there are intervals between the variable numbers.

Equation The equation is C=5n, because C stands for cost, five represents five cents per text sent, and n stands for number of text.

Conclusion In the end of this presentation, we hope you understand and enjoy our linear presentation!