Introduction to Graphing

Slides:



Advertisements
Similar presentations
Consumer Math Mastery Test A
Advertisements

Chapter 3 Section 3 Rates of Change redux. Your Turn.
5.1 Accumulated Changes Example 1: An objects travels with a velocity of 15 mph. What is the distance traveled after 4 hours t v Distance = area.
OBJECTIVES 5-7 DRIVING DATA
Lesson 3.4 Constant Rate of Change (linear functions)
Get out your Homework from the weekend: Graphing Systems of Linear Inequalities This is page 20 in your notebook.
EXAMPLE 3 Use a quadratic model Fuel Efficiency
Slope Is a Rate of Change
CHAPTER OUTLINE 3 Decimals Slide 1 Copyright (c) The McGraw-Hill Companies, Inc. Permission required for reproduction or display. 3.1Decimal Notation and.
Copyright © 2014, 2010, and 2006 Pearson Education, Inc. Chapter 3 Introduction to Graphing.
WHAT YOU’LL LEARN: Finding rates of change from tables and graphs. AND WHY: To find rates of change in real- world situations, such as the rate of descent.
MTH55_Lec-08_sec_2-3b_Lines_by_Slp-Inter.ppt 1 Bruce Mayer, PE Chabot College Mathematics Bruce Mayer, PE Licensed Electrical.
Slide 1- 1 Copyright © 2010 Pearson Education, Inc. Publishing as Pearson Addison-Wesley.
g = PO D g = × 21 = × g = 12g 12g = 882 ÷12.
CRCT Review. At a concession stand, a hamburger is 25 cents more than twice the cost of a hotdog. If h represents the cost of a hamburger and d represents.
Finding a Linear Model Section 2.4. Lehmann, Intermediate Algebra, 4ed Section 2.4 A company’s profit was $10 million in 2005 and has increased by $3.
Objectives Understand Rates of Change Identify rates from graphs Vocabulary: Rate Slide 3- 1 Copyright © 2006 Pearson Education, Inc. Publishing as Pearson.
Sect 3.1 Reading Graphs How much money will you earn in a lifetime with an associate’s degree? What degree must you obtain to earn at least 2 million dollars.
Ch Owning and Operating Costs Objective 1.Calculate car mileage per gallon 2. Compute operating costs 3. Compute costs of leasing a car.
Copyright © 2015, 2008, 2011 Pearson Education, Inc. Section 2.4, Slide 1 Chapter 2 Modeling with Linear Functions.
Diesel powered semi trucks would be one’s choice to use for shipping our product of soda and cars.
Find the rate of change: Jodi made several deposits to her savings account over the summer as she was working. Her balance increased from $1140 on her.
Defining Success Define the relationship between quantities with emphasis on the rate of change and initial value Communicate precisely the meaning of.
Prefixes, Conversion Factors, and the Factor Label Method
5 AUTOMOBILE OWNERSHIP 5-1 Classified Ads 5-2 Buy or Sell a Car
Learn to divide decimals.
Fill in the Missing Numbers
Solving Equations with Variables on Both Sides
ACT QUESTION OF THE DAY Part 3.
Warmup A car that is bought for $24,000 is expected to lose all its value in 10 years a) Write an equation for straight line depreciation b) What is the.
Selection Structures (Part 1)
Average Rates of Change
5-4: Dimensional Analysis
Rate of Change and Slope
Representing Linear Non-proportional Relationships
Write, interpret, and use the distance formula.
Notes for Algebra 1 Chapter 6.
6 Ratio, Proportion, and Line/Angle/Triangle Relationships.
Moore Mobile 3000 Mrs. Moore.
6.4 Problem Solving with Proportions
Function - A rule that describes a dependent
Finding rates of change from tables and graphs.
Proportional vs. Non-Proportional
Apply Properties of Real Numbers
Proportions and Measurements
The velocity is constant and the distance is:
Identifying Proportional and Non-Proportional Relationships
Licensed Electrical & Mechanical Engineer
example 3 Miles Per Gallon
Direct Variation Direct Variation: y y
Unit 5. Day 10..
Claim 2 Smarter Balanced Sample Items Grade 8
Which graph makes sense?
Today’s Objective To be able to use ratios and relate quantities in the same units.
Copyright © Cengage Learning. All rights reserved.
Starter Questions Convert the following to minutes :-
1.6 – Variables on Both Sides
Domain and Range.
The velocity is constant and the distance is:
Average Rates of Change
Bell Work: Compare each fraction using <, =, or >
Welcome 11/6/14 if x < 2 f(x) = if x > 2
Lesson Quizzes Standard Lesson Quiz
Bell work 11/ − Find the difference ÷1.1
Maintenance Sheet DUE FRIDAY Unit 2 Test TOmoRROW
Proportions Chapter 7 Section 7.2.
Solving Linear Equations
1. The car used 3 gallons of gas to travel 175 miles.
Steps for Solving an Equations: Topic: Solving Complex Equations
Copyright © Cengage Learning. All rights reserved.
Presentation transcript:

Introduction to Graphing Chapter 3 Introduction to Graphing

Rates 3.4 Rates of Change Visualizing Rates

Rate A rate is a ratio that indicates how two quantities change with respect to each other.

On March 4, Nichole rented a mini-van with a full tank of gas and 10,324 mi on the odometer. On March 9, she returned the mini-van with 10,609 mi on the odometer. If the rental agency charged Nichole $126 for the rental and needed 15 gal of gas to fill up the gas tank, find the following rates: a) The car’s average rate of gas consumption, in miles per gallon. b) The average cost of the rental, in dollars per day. c) The car’s rate of travel, in miles per day.

(cont) On March 4, Nichole rented a mini-van with a full tank of gas and 10,324 mi on the odometer. On March 9, she returned the mini-van with 10,609 mi on the odometer. If the rental agency charged Nichole $126 for the rental and needed 15 gal of gas to fill up the gas tank, find the following rates: Solution a) The car’s average rate of gas consumption, in miles per gallon. Rate, in miles per gallon

(cont) Solution b) The average cost of the rental, in dollars per day. On March 4, Nichole rented a mini-van with a full tank of gas and 10,324 mi on the odometer. On March 9, she returned the mini-van with 10,609 mi on the odometer. If the rental agency charged Nichole $126 for the rental and needed 15 gal of gas to fill up the gas tank, find the following rates: Solution b) The average cost of the rental, in dollars per day. Rate, in dollars per day

(cont) Solution c) The car’s rate of travel, in miles per day. On March 4, Nichole rented a mini-van with a full tank of gas and 10,324 mi on the odometer. On March 9, she returned the mini-van with 10,609 mi on the odometer. If the rental agency charged Nichole $126 for the rental and needed 15 gal of gas to fill up the gas tank, find the following rates: Solution c) The car’s rate of travel, in miles per day. Rate, in miles per day

a) What rate can be determined from the graph? Wanda’s Hair Salon has a graph displaying data from a recent day of work. a) What rate can be determined from the graph? b) What is that rate? Solution a) We can find the rate Number of haircuts per hour. b) 1 2 3 4 5