MFM2P 3.1 Interpreting Scatter Plots Name:
|
|
- Solomon Moore
- 6 years ago
- Views:
Transcription
1 Learning Goals To use a scatter plot to compare variables To identify the independent and dependent variables in a relationship and on a graph To identify outlying data that does not follow the trend of the rest of the data To identify trends in data as upward and positive or downward and negative Success Criteria ü I can compare variables using by examining the data on a scatter plot ü I can determine which variable is independent and which variable is dependent ü I can identify outlying data by examining a scatter plot ü I can describe a trend as upward and positive or downward and negative. Key terms: Relate the key terms to the scatter plot on the right. SCATTER PLOT: a graph of plotted points that shows if there is a relationship between two variables RELATIONSHIP: A pattern formed by two sets of numbers INDEPENDENT VARIABLE: affects the dependent variable graphed along the x-axis (horizontal) The variable that is known DEPENDENT VARIABLE: the variable that is affected when the independent variable is changed graphed along the y-axis (vertical) OUTLYING DATA: data points that do not follow the rest of the data Investigation:
2 1. The horizontal axes represents 2. The vertical axes represents 3. Describe the information you know about giraffes from looking at the scatter plot. 4. Identify the animal that fits each description a. the lightest birth weight b. the heaviest adult weight c. the greatest difference between birth and adult weights 5. The average weight of a human baby at birth is 3.4 kg. Could you use the graph to estimate the adult weight of a human? Explain your thinking.
3 Example 1: Identify Related Variables a. The scatter plot shows the daily rainfall for one week. What are the independent and dependent variables? Label them on the scatter plot: b. Identify the independent and dependent variables for this situation: The goals that you score and the number of hours your practice. dependent variable: independent variable: c. identify the independent and dependent variables for this situation: The amount of sunlight grass receives and its height. dependent variable: independent variable: e. The scatter plot shows the relationship between arm span and height. What is the independent variable? What is the dependent variable? Identify the outlying data.
4 Example 2: Describe Relationships Using a Scatter Plot What does this scatter plot show us? independent/dependent? specific points, ex: (6:00, 1.8) after 7pm? trend? relationship?
5 Describe Relationships Using a Scatter Plot The scatter plot shows the relationship between the profit from school dances and the number of days of advertising. a. What is the dependent variable? Label it on the scatter plot. b. What is the independent variable? Label it on the scatter plot. c. What does the point (5, 608) tell you? d. What do the points below the horizontal axis represent? e. Which points represent dances with fewer than 5 days of advertising and less than $500 profit? f. Describe the trend. Circle the one that looks has the same trend. g. Describe the relationship between the number of days of advertising and profit. h. Is there any outlying data? Explain your answer. i. Would it be reasonable to extend the trend to predict the profit when a school dance is advertised over a 10 day period? Explain why/why not.
6 Pg #1, 2, 3, 4, 5
7
8
9
10
11
Sampling Distributions
Unit 6 Name: Date: Hour: Sampling Distributions Section 4.1A: Drawing and Interpreting Scatter Diagrams Notes By the end of this lesson, students will be able to Draw and Interpret scatter diagrams Use
More information1 P a g e Province Mathematics Department Southwest Tennessee Community College
Chapter 10 Section 10.1 - Solving Quadratic Equations by the Square Root Property Objectives: 1. Review the zero-factor property. 2. Solve equations of the form x 2 = k, where k > 0. 3. Solve equations
More informationChapter 5: Normal Probability Distributions
Probability and Statistics Mrs. Leahy Chapter 5: Normal Probability Distributions 5.1 Introduction to Normal Distributions and the Standard Normal Distribution What is a Normal Distribution and a Normal
More informationCHAPTER 3 Describing Relationships
CHAPTER 3 Describing Relationships 3.1 Scatterplots and Correlation The Practice of Statistics, 5th Edition Starnes, Tabor, Yates, Moore Bedford Freeman Worth Publishers Scatterplots and Correlation Learning
More information+ 37,500. Discuss with your group how do you THINK you would represent 40 degrees below 0 as an integer?
6.1 Integers *I can use positive and negative numbers to show amounts in real-world situations and explain what the number 0 means in those situations. *I can recognize opposite signs of numbers as indicating
More informationGraphing Skill #1: What Type of Graph is it? There are several types of graphs that scientists often use to display data.
Graphing Skill #1: What Type of Graph is it? There are several types of graphs that scientists often use to display data. They include: Pie Graphs Bar Graphs Histograms Line Graphs Scatter Plots Dependent
More informationPlotting Coordinates
Plotting Coordinates Goal: identify coordinates of points and plot points on a cartesian plane A cartesian plane is a grid with a horizontal and a vertical The axes divide the plane into four. The point
More informationCopyright, Nick E. Nolfi MPM1D9 Unit 6 Statistics (Data Analysis) STA-1
UNIT 6 STATISTICS (DATA ANALYSIS) UNIT 6 STATISTICS (DATA ANALYSIS)... 1 INTRODUCTION TO STATISTICS... 2 UNDERSTANDING STATISTICS REQUIRES A CHANGE IN MINDSET... 2 UNDERSTANDING SCATTER PLOTS #1... 3 UNDERSTANDING
More informationRevision Topic 13: Statistics 1
Revision Topic 13: Statistics 1 Averages There are three common types of average: the mean, median and mode. The mode (or modal value) is the data value (or values) that occurs the most often. The median
More informationTitle: Jul 7 8:49 PM (1 of 18)
Title: Jul 7 8:49 PM (1 of 18) Let's review some of the terms used to describe functions. domain: continuous: bounded: even: the set of values from which the input values, x values, are taken every point
More informationScatterplots and Correlation
Bivariate Data Page 1 Scatterplots and Correlation Essential Question: What is the correlation coefficient and what does it tell you? Most statistical studies examine data on more than one variable. Fortunately,
More informationName: Class: Date: Mini-Unit. Data & Statistics. Investigation 1: Variability & Associations in Numerical Data. Practice Problems
Mini-Unit Data & Statistics Investigation 1: Variability & Associations in Numerical Data Practice Problems Directions: Please complete the necessary problems to earn a maximum of 5 points according to
More informationSolving and Graphing Inequalities
Solving and Graphing Inequalities Graphing Simple Inequalities: x > 3 When finding the solution for an equation we get one answer for x. (There is only one number that satisfies the equation.) For 3x 5
More informationYear 10 Mathematics Semester 2 Bivariate Data Chapter 13
Year 10 Mathematics Semester 2 Bivariate Data Chapter 13 Why learn this? Observations of two or more variables are often recorded, for example, the heights and weights of individuals. Studying the data
More informationThe coordinates of the vertex of the corresponding parabola are p, q. If a > 0, the parabola opens upward. If a < 0, the parabola opens downward.
Mathematics 10 Page 1 of 8 Quadratic Relations in Vertex Form The expression y ax p q defines a quadratic relation in form. The coordinates of the of the corresponding parabola are p, q. If a > 0, the
More informationUnits and Dimensional Analysis
LESSON Units and Dimensional Analysis UNDERSTAND When solving a problem, it is important to correctly identify the units being considered or measured. This may require converting a quantity given in one
More information4.1 Introduction. 4.2 The Scatter Diagram. Chapter 4 Linear Correlation and Regression Analysis
4.1 Introduction Correlation is a technique that measures the strength (or the degree) of the relationship between two variables. For example, we could measure how strong the relationship is between people
More informationUnit 3 Applications of Differentiation Lesson 4: The First Derivative Lesson 5: Concavity and The Second Derivative
Warmup 1) The lengths of the sides of a square are decreasing at a constant rate of 4 ft./min. In terms of the perimeter, P, what is the rate of change of the area of the square in square feet per minute?
More informationUnit 3A: Factoring & Solving Quadratic Equations After completion of this unit, you will be able to
Unit 3A: Factoring & Solving Quadratic Equations After completion of this unit, you will be able to Learning Target #1: Factoring Factor the GCF out of a polynomial Factor a polynomial when a = 1 Factor
More informationChapter 9: Modeling Our World Lecture notes Math 1030 Section A
Section A.1: Functions: the Building Blocks of Mathematical Models Mathematical models The purpose of a mathematical model is to represent something real (like economic changes) and help us to understand
More informationFrequency and Histograms
Warm Up Lesson Presentation Lesson Quiz Algebra 1 Create stem-and-leaf plots. Objectives Create frequency tables and histograms. Vocabulary stem-and-leaf plot frequency frequency table histogram cumulative
More informationChapter 8 ~ Quadratic Functions and Equations In this chapter you will study... You can use these skills...
Chapter 8 ~ Quadratic Functions and Equations In this chapter you will study... identifying and graphing quadratic functions transforming quadratic equations solving quadratic equations using factoring
More informationIB Questionbank Mathematical Studies 3rd edition. Grouped discrete. 184 min 183 marks
IB Questionbank Mathematical Studies 3rd edition Grouped discrete 184 min 183 marks 1. The weights in kg, of 80 adult males, were collected and are summarized in the box and whisker plot shown below. Write
More information12.3. Walking the... Curve? Domain, Range, Zeros, and Intercepts
Walking the... Curve? Domain, Range, Zeros, and Intercepts.3 Learning Goals In this lesson, you will: Describe the domain and range of quadratic functions. Determine the x-intercept(s) of a graph of a
More informationXVI. Science and Technology/Engineering, Grade 5
XVI. Science and Technology/Engineering, Grade 5 Grade 5 Science and Technology/Engineering Test The spring 2018 grade 5 Science and Technology/Engineering test was administered in two formats: a computer-based
More informationAlgebra 1 Final Review 2014 ** You will be able to have ONE 4x6 note card (Front and Back) on your final!**
Algebra 1 Final Review 2014 ** You will be able to have ONE 4x6 note card (Front and Back) on your final!** Prioritize your studies by focusing on targets you scored low on 1st note your scores next to
More informationModeling with quadratic functions Student Activity Sheet 5; use with Exploring Using y = ax 2 + bx + c to model data
1 What relationship is being compared when discussing Pete s shot? Horizontal distance in feet, x Height in feet, y 0 30 60 90 120 150 65 80 90 98 102 100 2 Use a graphing calculator to make a scatterplot
More informationDON T PANIC! If you get stuck, take a deep breath and go on to the next question. Come back to the question you left if you have time at the end.
Math 307, Midterm 2 Winter 2013 Name: Instructions. DON T PANIC! If you get stuck, take a deep breath and go on to the next question. Come back to the question you left if you have time at the end. There
More informationExponents. Reteach. Write each expression in exponential form (0.4)
9-1 Exponents You can write a number in exponential form to show repeated multiplication. A number written in exponential form has a base and an exponent. The exponent tells you how many times a number,
More informationName: Date: Honors Physics
Name: Date: Honors Physics Worksheet on Position, Velocity, and Acceleration Graphs when acceleration is constant Suppose you have an object that moves with a constant acceleration. Your task is to create
More informationMarch 14 th March 18 th
March 14 th March 18 th Unit 8: Linear Functions Jump Start Using your own words, what is the question asking? Explain a strategy you ve learned this year to solve this problem. Solve the problem! 1 Scatter
More information1.4 Linear Functions of Several Variables
.4 Linear Functions of Several Variables Question : What is a linear function of several independent variables? Question : What do the coefficients of the variables tell us? Question : How do you find
More informationIdentifying the Graphs of Polynomial Functions
Identifying the Graphs of Polynomial Functions Many of the functions on the Math IIC are polynomial functions. Although they can be difficult to sketch and identify, there are a few tricks to make it easier.
More informationpaper 2 most likely questions May 2018 [327 marks]
paper 2 most likely questions May 2018 [327 marks] Let f(x) = 6x2 4, for 0 x 7. e x 1a. Find the x-intercept of the graph of f. 1b. The graph of f has a maximum at the point A. Write down the coordinates
More informationf(x) = 2x + 5 3x 1. f 1 (x) = x + 5 3x 2. f(x) = 102x x
1. Let f(x) = x 3 + 7x 2 x 2. Use the fact that f( 1) = 0 to factor f completely. (2x-1)(3x+2)(x+1). 2. Find x if log 2 x = 5. x = 1/32 3. Find the vertex of the parabola given by f(x) = 2x 2 + 3x 4. (Give
More information14.3. They re a Lot More Than Just Sparklers! Solving Quadratic Inequalities
They re a Lot More Than Just Sparklers! Solving Quadratic Inequalities.3 Learning Goals In this lesson, you will: Use the Quadratic Formula to solve quadratic inequalities. any historians believe fireworks
More informationSTAT 200 Chapter 1 Looking at Data - Distributions
STAT 200 Chapter 1 Looking at Data - Distributions What is Statistics? Statistics is a science that involves the design of studies, data collection, summarizing and analyzing the data, interpreting the
More informationMath 1040 Sample Final Examination. Problem Points Score Total 200
Name: Math 1040 Sample Final Examination Relax and good luck! Problem Points Score 1 25 2 25 3 25 4 25 5 25 6 25 7 25 8 25 Total 200 1. (25 points) The systolic blood pressures of 20 elderly patients in
More informationThe slope, m, compares the change in y-values to the change in x-values. Use the points (2, 4) and (6, 6) to determine the slope.
LESSON Relating Slope and -intercept to Linear Equations UNDERSTAND The slope of a line is the ratio of the line s vertical change, called the rise, to its horizontal change, called the run. You can find
More informationWhich, if any, of the velocity versus time graphs below represent the movement of the sliding box?
Review Packet Name: _ 1. A box is sliding to the right along a horizontal surface with a velocity of 2 m/s. There is friction between the box and the horizontal surface. The box is tied to a hanging stone
More informationPhysics 2101, First Exam, Spring 2006
Physics 2101, First Exam, Spring 2006 January 24, 2006 Name : KEY Section: (Circle one) 1 (Rupnik, MWF 7:40am) 4 (Kirk, MWF 2:40pm) 2 (Rupnik, MWF 9:40am) 5 (Kirk, TTh 10:40am) 3 (Rupnik, MWF 11:40am)
More informationLinear Regression Communication, skills, and understanding Calculator Use
Linear Regression Communication, skills, and understanding Title, scale and label the horizontal and vertical axes Comment on the direction, shape (form), and strength of the relationship and unusual features
More informationSect 2.6 Graphs of Basic Functions
Sect. Graphs of Basic Functions Objective : Understanding Continuity. Continuity is an extremely important idea in mathematics. When we say that a function is continuous, it means that its graph has no
More informationChapter 1 Linear Equations and Graphs
Chapter 1 Linear Equations and Graphs Section R Linear Equations and Inequalities Important Terms, Symbols, Concepts 1.1. Linear Equations and Inequalities A first degree, or linear, equation in one variable
More informationNewtons Laws/Forces and Motion Study Guide (Fall 2017)
name: period: Background Information: Use this study guide to prepare for our Final Exam Essential Questions Where do we see laws of motion in our daily lives and how can knowledge of those laws help us?
More informationEx 1: Identify the open intervals for which each function is increasing or decreasing.
MATH 2040 Notes: Unit 4 Page 1 5.1/5.2 Increasing and Decreasing Functions Part a Relative Extrema Ex 1: Identify the open intervals for which each In algebra we defined increasing and decreasing behavior
More informationEssential Question How can you use a scatter plot and a line of fit to make conclusions about data?
. Scatter Plots and Lines of Fit Essential Question How can ou use a scatter plot and a line of fit to make conclusions about data? A scatter plot is a graph that shows the relationship between two data
More informationLinear Functions A linear function is a common function that represents a straight line
This handout will: Define Linear and Quadratic Functions both graphically and algebraically Examine the associated equations and their components. Look at how each component could affect shape graphically
More information3. A beam or staircase frame from CSP costs $2.25 for each rod, plus $50 for shipping and handling.
Pg. 13: #3 3. A beam or staircase frame from CSP costs $2.25 for each rod, plus $50 for shipping and handling. a. Complete the following table to show the costs for beams of different lengths. Beam Length
More informationappstats8.notebook October 11, 2016
Chapter 8 Linear Regression Objective: Students will construct and analyze a linear model for a given set of data. Fat Versus Protein: An Example pg 168 The following is a scatterplot of total fat versus
More information8/6/2010 Assignment Previewer
Week 9 Friday Homework (32849) Question 23456789234567892. Question DetailsSCalcET6 4.2.AE.3. [29377] EXAMPLE 3 To illustrate the Mean Value Theorem with a specific function, let's consider f(x) = 5x 3
More information1.1 Functions. Input (Independent or x) and output (Dependent or y) of a function. Range: Domain: Function Rule. Input. Output.
1.1 Functions Function Function: A rule for a relationship between an input, or independent, quantity and an output, or dependent, quantity in which each input value uniquely determines one output value.
More informationCONTENTS Page Rounding 3 Addition 4 Subtraction 6 Multiplication 7 Division 10 Order of operations (BODMAS)
CONTENTS Page Rounding 3 Addition 4 Subtraction 6 Multiplication 7 Division 10 Order of operations (BODMAS) 12 Formulae 13 Time 14 Fractions 17 Percentages 19 Ratio and Proportion 23 Information Handling
More informationRotational Equilibrium
Rotational Equilibrium In this laboratory, we study the conditions for static equilibrium. Axis Through the Center of Gravity Suspend the meter stick at its center of gravity, with its numbers increasing
More informationLimits at. x means that x gets larger and larger without a bound. Oktay Olmez and Serhan Varma Calculus Lecture 2 1 / 1
Limits at x means that x gets larger and larger without a bound. Oktay Olmez and Serhan Varma Calculus Lecture 2 1 / 1 Limits at x means that x gets larger and larger without a bound. x means that x gets
More informationChapter 5 Light and Matter: Reading Messages from the Cosmos. 5.1 Light in Everyday Life. How do we experience light?
Chapter 5 Light and Matter: Reading Messages from the Cosmos 5.1 Light in Everyday Life Our goals for learning: How do we experience light? How do light and matter interact? How do we experience light?
More informationRemember that all physical quantities are measured in units. The unit of force is called the newton (N), where 1 N = (1 kg)(1 m/s 2 ).
Force as an Interaction 1.1 Observe and Represent a) Pick up a tennis ball and hold it in your hand. Now pick up a bowling ball and hold it. Do you feel the difference? How can you describe what you feel
More informationMATH 150 Pre-Calculus
MATH 150 Pre-Calculus Fall, 2014, WEEK 3 JoungDong Kim Week 3: 2B, 3A Chapter 2B. Solving Inequalities a < b a is less than b a b a is less than or equal to b a > b a is greater than b a b a is greater
More informationAlgebra II (Common Core) Summer Assignment Due: September 11, 2017 (First full day of classes) Ms. Vella
1 Algebra II (Common Core) Summer Assignment Due: September 11, 2017 (First full day of classes) Ms. Vella In this summer assignment, you will be reviewing important topics from Algebra I that are crucial
More informationEnergy graphs and work
Energy graphs and work Saturday physics at 2pm tomorrow on music. LA info session on Monday at 5pm in UMC235 Clicker scores have been updated. If you have a 0, contact me and include your clicker ID number.
More informationStudent Sheet: Self-Assessment
Student s Name Date Class Student Sheet: Self-Assessment Directions: Use the space provided to prepare a KWL chart. In the first column, write things you already know about energy, forces, and motion.
More informationAP Calculus Worksheet: Chapter 2 Review Part I
AP Calculus Worksheet: Chapter 2 Review Part I 1. Given y = f(x), what is the average rate of change of f on the interval [a, b]? What is the graphical interpretation of your answer? 2. The derivative
More informationAlgebra I Final Study Guide
2011-2012 Algebra I Final Study Guide Short Answer Source: www.cityoforlando.net/public_works/stormwater/rain/rainfall.htm 1. For which one month period was the rate of change in rainfall amounts in Orlando
More information(a) On the dots below that represent the students, draw and label free-body diagrams showing the forces on Student A and on Student B.
2003 B1. (15 points) A rope of negligible mass passes over a pulley of negligible mass attached to the ceiling, as shown above. One end of the rope is held by Student A of mass 70 kg, who is at rest on
More informationPre-Algebra Unit 2. Rational & Irrational Numbers. Name
Pre-Algebra Unit 2 Rational & Irrational Numbers Name Core Table 2 Pre-Algebra Name: Unit 2 Rational & Irrational Numbers Core: Table: 2.1.1 Define Rational Numbers Vocabulary: Real Numbers the set of
More informationTopic 2 Part 3 [189 marks]
Topic 2 Part 3 [189 marks] The grades obtained by a group of 13 students are listed below. 5 3 6 5 7 3 2 6 4 6 6 6 4 1a. Write down the modal grade. Find the mean grade. 1b. Write down the standard deviation.
More informationStudent Sheet: Self-Assessment
Student s Name Date Class Student Sheet: Self-Assessment Directions: Use the space provided to prepare a KWL chart. In the first column, write things you already know about energy, forces, and motion.
More informationMATH 18.01, FALL PROBLEM SET #5 SOLUTIONS (PART II)
MATH 8, FALL 7 - PROBLEM SET #5 SOLUTIONS (PART II (Oct ; Antiderivatives; + + 3 7 points Recall that in pset 3A, you showed that (d/dx tanh x x Here, tanh (x denotes the inverse to the hyperbolic tangent
More informationSOLUTIONS. Math 110 Quiz 5 (Sections )
SOLUTIONS Name: Section (circle one): LSA (001) Engin (002) Math 110 Quiz 5 (Sections 5.1 5.3) Available: Wednesday, November 8 Friday, November 10 1. You have 30 minutes to complete this quiz. Keeping
More informationChapter 5: Light and Matter: Reading Messages from the Cosmos
Chapter 5 Lecture Chapter 5: Light and Matter: Reading Messages from the Cosmos Light and Matter: Reading Messages from the Cosmos 5.1 Light in Everyday Life Our goals for learning: How do we experience
More information(c) Plot the point ( x, y ) on your scatter diagram and label this point M. (d) Write down the product-moment correlation coefficient, r.
1. The heat output in thermal units from burning 1 kg of wood changes according to the wood s percentage moisture content. The moisture content and heat output of 10 blocks of the same type of wood each
More informationIB Math Standard Level 2-Variable Statistics Practice SL 2-Variable Statistics Practice from Math Studies
IB Math Standard Level -Variable Statistics Practice SL -Variable Statistics Practice from Math Studies 1. The figure below shows the lengths in centimetres of fish found in the net of a small trawler.
More informationBroughton High School of Wake County
1 Physical Science Notebook Table of Contents Name: Periods: Chapter: 1 Scientific Method, Graphing, Displacement, & Frame of Reference Pg. # Date Description Turned In 1 2 3 4 5 6 7 8 9 10 11 12 13 14
More informationApplications of Derivatives
Applications of Derivatives Extrema on an Interval Objective: Understand the definition of extrema of a function on an interval. Understand the definition of relative extrema of a function on an open interval.
More informationUnit 1 Science Models & Graphing
Name: Date: 9/18 Period: Unit 1 Science Models & Graphing Essential Questions: What do scientists mean when they talk about models? How can we get equations from graphs? Objectives Explain why models are
More informationPre-Test Developed by Sean Moroney and James Petersen UNDERSTANDING THE VELOCITY CURVE. The Velocity Curve in Calculus
in Calculus UNDERSTANDING THE VELOCITY CURVE Pre-Test Developed by Sean Moroney and James Petersen Introductory Calculus - in Calculus the Pre-Test Learning about the Velocity Curve During the course of
More informationθ Beam Pivot F r Figure 1. Figure 2. STATICS (Force Vectors, Tension & Torque) MBL-32 (Ver. 3/20/2006) Name: Lab Partner: Lab Partner:
Please Circle Your Lab day: M T W T F Name: Lab Partner: Lab Partner: Project #1: Kinesthetic experiences with force vectors and torque. Project #2: How does torque depend on the lever arm? Project #1:
More informationChapter 5 Light and Matter: Reading Messages from the Cosmos. How do we experience light? Colors of Light. How do light and matter interact?
Chapter 5 Light and Matter: Reading Messages from the Cosmos How do we experience light? The warmth of sunlight tells us that light is a form of energy We can measure the amount of energy emitted by a
More informationMath 1040 Final Exam Form A Introduction to Statistics Fall Semester 2010
Math 1040 Final Exam Form A Introduction to Statistics Fall Semester 2010 Instructor Name Time Limit: 120 minutes Any calculator is okay. Necessary tables and formulas are attached to the back of the exam.
More information4.3 How Derivatives Aect the Shape of a Graph
11/3/2010 What does f say about f? Increasing/Decreasing Test Fact Increasing/Decreasing Test Fact If f '(x) > 0 on an interval, then f interval. is increasing on that Increasing/Decreasing Test Fact If
More informationGravity Teacher s Guide
Gravity Teacher s Guide 1.0 Summary Gravity is the 9 th and final Dynamica activity to be done before the Post-Test. This activity has not undergone many changes from the last school year. It should take
More informationPhysics 125: Classical Physics A. 1 Practice Problems for Midterm Exam 1
Physics 125: Classical Physics A 1 Practice Problems for Midterm Exam 1 Problem 1 The Figure 1 depicts velocity as a function of time for a short run. Find: a) The acceleration at t = 5 seconds. b) The
More informationCHAPTER ONE FUNCTIONS AND GRAPHS. In everyday life, many quantities depend on one or more changing variables eg:
CHAPTER ONE FUNCTIONS AND GRAPHS 1.0 Introduction to Functions In everyday life, many quantities depend on one or more changing variables eg: (a) plant growth depends on sunlight and rainfall (b) speed
More informationAlgebra II. Note workbook. Chapter 2. Name
Algebra II Note workbook Chapter 2 Name Algebra II: 2-1 Relations and Functions The table shows the average lifetime and maximum lifetime for some animals. This data can be written as. The ordered pairs
More information(MATH 1203, 1204, 1204R)
College Algebra (MATH 1203, 1204, 1204R) Departmental Review Problems For all questions that ask for an approximate answer, round to two decimal places (unless otherwise specified). The most closely related
More informationPlease read for extra test points: Thanks for reviewing the notes you are indeed a true scholar!
Please read for extra test points: Thanks for reviewing the notes you are indeed a true scholar! See me any time B4 school tomorrow and mention to me that you have reviewed your integration notes and you
More informationThe response variable depends on the explanatory variable.
A response variable measures an outcome of study. > dependent variables An explanatory variable attempts to explain the observed outcomes. > independent variables The response variable depends on the explanatory
More information1)Write the integer that represents the opposite of each real-world. situation. In words, write the meaning of the opposite.
1) Write the integer that represents the opposite of each real-world situation. In words, write the meaning of the opposite. a. Example: An atom s positive charge of 7 Opposite: An atom s negative charge
More informationv t 2 2t 8. Fig. 7 (i) Write down the velocity of the insect when t 0. (ii) Show that the insect is instantaneously at rest when t 2and when t 4.
1 Fig. 7 is a sketch of part of the velocity-time graph for the motion of an insect walking in a straight line. Its velocity, v ms 1, at time t seconds for the time interval 3 t 5 is given by v ms -1 v
More informationChapter 1: Science Skills Study Guide. 1.) What is science? Science is a system of knowledge and the methods you use to find that knowledge
Name Chapter 1: Science Skills Study Guide Period 1.) What is science? Science is a system of knowledge and the methods you use to find that knowledge 2.) What is technology? Technology is the use of knowledge
More informationAnnouncement. Quiz on Friday (Graphing and Projectile Motion) No HW due Wednesday
Going over HW3.05 Announcement Quiz on Friday (Graphing and Projectile Motion) No HW due Wednesday As the red ball rolls off the edge, a green ball is dropped from rest from the same height at the same
More informationNegative correlation: Positive correlation: No correlation: Correlations are weak if: Correlations are strong if: A correlation is non-linear if:
5.12 Scatter Plots and Lines Of Best Fit Describing Correlation in Scatter Plot Graphs VVhen describing a relationship, you can assess the correlation (positive, negative, or no-relationship), the strength
More informationAPPLICATIONS OF DIFFERENTIATION
4 APPLICATIONS OF DIFFERENTIATION APPLICATIONS OF DIFFERENTIATION Many applications of calculus depend on our ability to deduce facts about a function f from information concerning its derivatives. APPLICATIONS
More informationIntegrated Algebra Statue of Liberty Activity
Name mods Date Integrated Algebra Statue of Liberty Activity Consider this problem: The Statue of Liberty in New York City has a nose that is 4 feet 6 inches long. What is the approximate length of one
More informationLight and Matter: Reading Messages from the Cosmos. White light is made up of many different colors. Interactions of Light with Matter
Chapter 5 Lecture The Cosmic Perspective Light and Matter: Reading Messages from the Cosmos 5.1 Light in Everyday Life Our goals for learning: How do we experience light? How do light and matter interact?
More informationKNES Primary School Year 5 Science Course Outline:
KNES Primary School Year 5 Science Course Outline: 2017-2018 Year Overview. The Year 5 program of study for Science will take students on a scientific adventure through various activities which will be
More informationNAME DATE PERIOD. Power and Radical Functions. New Vocabulary Fill in the blank with the correct term. positive integer.
2-1 Power and Radical Functions What You ll Learn Scan Lesson 2-1. Predict two things that you expect to learn based on the headings and Key Concept box. 1. 2. Lesson 2-1 Active Vocabulary extraneous solution
More informationPower Packet. Algebra 1 Unit 5. Name
Power Packet Algebra 1 Unit 5 Name This packet may be used on your test and will be collected when you turn your test in. Write and graph linear inequalities / 1 6 Solve one-step linear inequalities /
More informationSections 7.1, 7.2: Sums, differences, products of polynomials CHAPTER 7: POLYNOMIALS
Sections 7.1, 7.2: Sums, differences, products of polynomials CHAPTER 7: POLYNOMIALS Quiz results Average 73%: high h score 100% Problems: Keeping track of negative signs x = + = + Function notation f(x)
More informationAP Statistics Unit 6 Note Packet Linear Regression. Scatterplots and Correlation
Scatterplots and Correlation Name Hr A scatterplot shows the relationship between two quantitative variables measured on the same individuals. variable (y) measures an outcome of a study variable (x) may
More information