Based on the line of best fit, how many pizzas were sold if $ was earned in sales? A. 120 B. 160 C. 80 D. 40

Similar documents
Learning Goal 11.2: Scatterplots & Regression

SHOW ALL WORK ON SEPARATE PAPER Answers will be provided at a later date. REAL NUMBER SYSTEM Go back and try problems on Review 1 and Test 1.

CCGPS Coordinate Algebra. EOCT Review Units 1 and 2

1. Write an expression of the third degree that is written with a leading coefficient of five and a constant of ten., find C D.

Algebra 2 Level 2 Summer Packet

ACCELERATED ALGEBRA ONE SEMESTER ONE REVIEW. Systems. Families of Statistics Equations. Models 16% 24% 26% 12% 21% 3. Solve for y.

Grade 8. Functions 8.F.1-3. Student Pages

8th Grade. Two Variable Data. Slide 1 / 122 Slide 2 / 122. Slide 4 / 122. Slide 3 / 122. Slide 6 / 122. Slide 5 / 122. Data.

Equations. 2 3 x 1 4 = 2 3 (x 1 4 ) 4. Four times a number is two less than six times the same number minus ten. What is the number?

Systems of Equations Unit Five ONE NONE INFINITE

Wahkiakum School District, Pre-EOC Algebra

Evaluate: Domain and Range

Lesson 8: Representing Proportional Relationships with Equations

Why? Speed Skating Tracks offi cial track short track

Review for the Algebra EOC

1. The area of the surface of the Atlantic Ocean is approximately 31,830,000 square miles. How is this area written in scientific notation?

Int Math 1 Statistic and Probability. Name:

Study Island Keystone Algebra 1 Module 2. Name. Patterns

Topic 1. Solving Equations and Inequalities 1. Solve the following equation

EOC FSA Practice Test. Algebra 1. Calculator Portion

OGT Review Worksheet Patterns, Functions, and Algebra Part One

Pre-Algebra Semester 1 Practice Exam B DRAFT

Keystone Exam Practice Test # 6

Algebra I Final Study Guide

Quarter 2. Review. Calculator Inactive: NO calculator Look on the back of the book to make sure you complete the gridded response correctly.

Item Specification Sheet Algebra I Semester Exam

UNIT 5 INEQUALITIES CCM6+/7+ Name: Math Teacher:

THIS IS A NON-CALCULATOR PAPER

Algebra 1 Third Quarter Study Guide

Chapter 6 Assessment. 3. Which points in the data set below are outliers? Multiple Choice. 1. The boxplot summarizes the test scores of a math class?

Today s Date: Finished by: 7 th Grade Math Final Exam Study Guide Exams: May 27-29

Intensive Math-Algebra I Mini-Lesson MA.912.A.2.3

Name: Class: Date: Describe a pattern in each sequence. What are the next two terms of each sequence?

Final Exam Study Guide

PreAP Algebra I Problems for the First Semester Exam

The Top 11 Keystones of Algebra 1

STUDENT NAME DATE ID TAKS-M BENCHMARK. Grade 7 Math

SEVENTH GRADE MATH. Newspapers In Education

Algebra 1 Fall Semester Final Review Name

Scatter diagrams & lines of best fit

6.2b Homework: Fit a Linear Model to Bivariate Data

Determine the line of best fit for this data. Write an equation to represent the line of best fit.

Algebra: Unit 3 Review

AP Statistics Unit 2 (Chapters 7-10) Warm-Ups: Part 1

Algebra 1 Fall Review

Chapter Start Thinking! For use before Activity 6.1. For use before Activity Start Thinking! For use before Lesson

Name: Period: Date: Algebra 1 1st Semester Review Which best describes the solution(s) for this equation? 3 ( 8x 12) = 33 2x

Sample. Test Booklet. Subject: MA, Grade: HS PSSA 2013 Keystone Algebra 1. - signup at to remove - Student name:

Math Summer Packet Grade 7

Which of the following is an irrational number? a) 2.8 b) 19

Kansas City Area Teachers of Mathematics 2018 KCATM Math Competition NUMBER SENSE GRADE 7 NO CALCULATOR

AP STATISTICS Name: Period: Review Unit IV Scatterplots & Regressions

Cherry Creek High School Summer Assignment

KS3 Scatter Diagrams. Levels 6 to 7.

Algebra - Chapter 5 Review

Correlation Coefficient: the quantity, measures the strength and direction of a linear relationship between 2 variables.

Name Per. Keystone Exams Practice Test A.) $300,000 B.) $400,000 C.) $500,000 D.) $600,000

Arkansas Council of Teachers of Mathematics Algebra I Regional Exam Spring 2008

MEP Y7 Practice Book B

Name Date Class. Standardized test prep Review of Linear Equations 8 Blue/Green

Unit 4: Inequalities. Inequality Symbols. Algebraic Inequality. Compound Inequality. Interval Notation

Samples and Surveys pp

Slope Intercept form. Complete the graph below and write the equation of the line. Then, answer questions a-d.

Directions: This is a practice final exam which covers all chapters in this course. (A) (B) 3 10 (C) 10 3 (D) (E) None of the above

Lesson 1. Unit 6 Practice Problems. Problem 1. Solution

A.7A Mini-Assessment

Algebra I H Semester 1 Practice Exam

LINEAR EQUATIONS Modeling Linear Equations Common Core Standards

Summer Math Packet for Students Entering Algebra 2 1. Percentages. a. What is 15% of 250 b. 150 is what percent of 750?

Houston County School System Mathematics

Practice Integrated II Final Exam Review

Linear Relations and Functions

Bivariate data data from two variables e.g. Maths test results and English test results. Interpolate estimate a value between two known values.

ALGEBRA I END-of-COURSE PRACTICE

PRACTICE SAT QUESTIONS

ALGEBRA I END-OF-COURSE EXAM: PRACTICE TEST

Unit 3: Writing Linear Equations

Proportional Relationships and Lines Unit Exam Part 1

2-2 Linear Relations and Functions. State whether each function is a linear function. Write yes or no. Explain. ANSWER: Yes; it can be written as

Module 1-A Linear Inequalities. C. x > 3 D. x < 3 A. 4.4 B. 4.5 C. 4.6 D. 4.7

HW: Scatter Plots. 1. The scatter plot below shows the average traffic volume and average vehicle speed on a certain freeway for 50 days in 1999.

Pre-Algebra Chapter 8 Linear Functions and Graphing

THIS IS A CLASS SET - DO NOT WRITE ON THIS PAPER

Houston County School System Mathematics

1. In which set are the numbers equivalent? A. ⅓, ³ ₂₇, 33% B , 90%, 0.90 C. 0.15, 15%, ⅕ D. 0.66%, ⅔, 66.7% E. 88%, ⁸⁸ ₁₀₀, ²² ₂₅

Full file at

IM1: UNIT 3. HOMEWORK PACKET

IB Questionbank Mathematical Studies 3rd edition. Bivariate data. 179 min 172 marks

GCSE Mathematics (Linear) Formulae: Higher Tier

HW38 Unit 6 Test Review

Analyzing Lines of Fit

Copyright 2017 Edmentum - All rights reserved.

The Keystones of Algebra 1

1. Use Scenario 3-1. In this study, the response variable is

Algebra I. Midterm Review

Algebra 1 Honors First Semester Review

Chapter 3: Examining Relationships

Practice 6-1. Solving Equations by Adding or Subtracting

Introduction to Systems of Equations

6. The angle can be written equivalently as which of the following in the radian system?

Transcription:

1. The graph below shows a line of best fit for data collected on the number of medium pizzas sold at local pizza shops and the amount of money earned in sales. Based on the line of best fit, how many pizzas were sold if $260.00 was earned in sales? A. 120 B. 160 C. 80 D. 40 2. A researcher made the following graph showing the number of hours per day that people spend on the computer versus the number of pounds that they are overweight. Predict the number of pounds overweight someone would be if they spent 8 hours per day using a computer. A. 50 B. 45 C. 60 D. 30

3. A group of students did an experiment to see how drinking cups of coffee right before bed affected sleep. The results are shown below in the scatter plot with a line of best fit. Use the given line of best fit to approximate the rate of change relative to the scatter plot above. A. B. C. D.

4. The graph above shows a line of best fit for data collected on the distance bicyclists have remaining in relation to the amount of time they have been riding. What is the equation of the line of best fit? A. B. C. D.

5. The graph below shows a line of best fit for data collected on the age of a car and the overall mileage of the car. Based on the line of best fit, what is the mileage of a 9-year-old car? A. 67,500 miles B. 180,000 miles C. 135,000 miles D. 90,000 miles 6. A small theme park is trying to determine the number of guests they should expect on a weekend, based on the temperature outside. Based on the trend line, about how many guests should be expected if the temperature is around 90? A. 9,900 B. 9 C. 8,200 D. 9,200

7. The graph below shows a line of best fit for data collected on the number of medium pizzas sold at local pizza shops and the amount of money earned in sales. Based on the line of best fit, how many pizzas were sold if $97.50 was earned in sales? A. 15 8. B. 30 C. 45 D. 60 Looking at the graph above showing a line of best fit, what is the correlation between the x and y variables? A. y decreases as x decreases B. y is constant C. y decreases as x increases D. y increases as x increases

9. The graph above shows a line of best fit for data collected on the amount of water bills in relation to the number of gallons of water used. What is the equation of the line of best fit? A. B. C. D.

10. Midterm 49 53 67 71 74 78 83 85 91 99 Final 61 47 72 76 68 77 81 79 93 99 The table above lists the midterm and final examination scores for 10 students in an Algebra course. The graph below shows a line of best fit for the data. What is the equation of the line of best fit? A. B. C. D.

11. A teacher made the following graph showing the number of hours that a student studied for an exam versus their exam grade. Predict the grade of a student if they studied for 3.5 hours. A. 80 B. 95 C. 90 D. 100

12. Which scatterplot most likely has a line of best fit represented by y = 2x + 1? W. X. Y. Z. A. W B. Y C. X D. Z

13. The graph above shows a line of best fit for data collected on the output of factories in relation to the number of production hours. What is the equation of the line of best fit? A. B. C. D.

14. The graph below shows a line of best fit for data collected on the amount of time teenagers spend on the computer and watching television. Based on the line of best fit, how much time does a teenager spend watching television if they spend 240 minutes on the computer? A. 105 minutes B. 120 minutes C. 90 minutes D. 75 minutes

15. Jeremy has to clean up his little brother's toys. He graphed how many minutes it took him to clean up and how many toys his little brother got out. What is the equation of the line of best fit above? A. B. C. D.

16. Petunia has a vegetable garden and has collected data about the amount of rain received and how high her tomato plant is growing. She displayed the information as graphed below. Based on the trend line, how tall should her tomato plant grow if there is 11 cm of rain? A. 11 cm B. 8 cm C. 9 cm D. 10 cm

17. Crystal's grandmother planted a tree on the farm in 1920. She measured the tree trunk's diameter every 10 years and recorded the measurements. The scatter plot below shows the progress of the diameter. (The year 1930 is equivalent to 10 on the graph.) y = 0.507x + 5.543 Looking at the line of best fit equation shown below the graph, what will be the approximate diameter of the tree in 2010? A. 46.103 in B. 45.63 in C. 51.173 in D. 56.243 in

18. The graph above shows a line of best fit for data collected on the number of snow cones sold as a function of the maximum daily temperatures. What is the equation of the line of best fit? A. B. C. D.

19. Jessica graphed how long it took a cube of ice to melt at certain temperatures. What is the equation of the line of best fit above? A. B. C. D.

20. The local animal shelter showed commercials about adopting pets on one of the local television stations. The scatter plot below shows the number of pet adoptions and the number of commercials aired over a one week period. Based on the trend line, which is the expected number of adoptions if seven commercials aired? A. 60 B. 55 C. 50 D. 40

21. A teacher made the following graph showing absences vs. final grades. Predict the grade of a student that has 7 absences. A. 60 B. 50 C. 70 D. 45

22. A science class graphed windchill and wind speed for every day in November. What is the equation of the line of best fit above? A. y = x + 55 B. y = -x + 55 C. y = -5x + 55 D. y = 5x + 55 23. The graph below shows a line of best fit for data collected on the age of a car and the overall mileage of the car. Based on the line of best fit, what is the mileage of a 12-year-old car? A. 225,000 miles B. 90,000 miles C. 180,000 miles D. 112,500 miles

24. Which of the following equations represents the line that is drawn above? A. y = 0.72x - 1.4 B. y = -0.72x + 1.4 C. y = 0.72x + 1.4 D. y = -0.72x - 1.4

25. The graph above shows a line of best fit for data collected on the value of used cars in relation to the number of years since they were purchased. What is the equation of the line of best fit? A. B. C. D.