Math 1 Semester 1 Final Review

Similar documents
REVIEW PACKET FOR END OF COURSE EXAM

Algebra I STAAR Practice Test A

Honors Pre-Calculus. Multiple Choice 1. An expression is given. Evaluate it at the given value

ALGEBRA 1 MIDTERM EXAM REVIEW SEMESTER 1 CHAPTERS 1-5

Assessment Readiness. 28 Unit 1 MIXED REVIEW. 1. Look at each number. Is the number between 2π and

Working with Functions

Algebra 1 Midterm Name

Algebra - Chapter 5 Review

Algebra I Semester 1 Exam Released

MATH 1710 College Algebra Final Exam Review

Solve each system by graphing. Check your solution. y =-3x x + y = 5 y =-7

Essential Question How can you use a scatter plot and a line of fit to make conclusions about data?

Algebra 1A: Final Exam Part 1

Name % Correct % MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.

x. 4. 2x 10 4x. 10 x

Item Specification Sheet Algebra I Semester Exam

Practice Algebra 1 SCP Midterm 2015

Final Exam Review. MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.

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

Part I. Hours

Lesson 1 Homework Practice

Objectives To solve quadratic equations using the quadratic formula To find the number of solutions of a quadratic equation

Pre-Algebra Semester 1 Practice Exam A

Algebra QBA 1 Review. 4. Solve. Check your answer. 5. Solve. Check your answer. 6. Solve 14 + s = 32.

(TPP #3) Test Preparation Practice. Algebra Holt Algebra 1. Name Date Class

e. 0(4) f. 8/0 g. 0/15 h. (8/5)(6/4) 48 0 undefined 0

Pre-Algebra 8 Semester 1 Practice Exam

c. x x < 60 d. x x =9. What are the first four terms of the sequence? a. 12, 21, 30, 39 b.

Practice Test Chapter 6 Polynomial Functions

Algebra 1 PAP Fall Exam Review

4 and m 3m. 2 b 2ab is equivalent to... (3 x + 2 xy + 7) - (6x - 4 xy + 3) is equivalent to...

Pre-Algebra Chapter 8 Linear Functions and Graphing

IEP Algebraic Thinking 7 Final Exam Review

Algebra 2 (All Levels)

BETHLEHEM CATHOLIC HIGH SCHOOL

Algebra 1: Spring Semester Review

Unit 1 Study Guide [MGSE9-12.N.Q.1-3, MGSE9-12.A.CED.1]

Pre-Algebra 8 Semester 2 Practice Exam A

Algebra 2 Unit 2 Practice

CHAPTER 6: LINEAR SYSTEMS AND THEIR GRAPHS

3, 4.35, 11, 11.51, 2, 44, 2.64, 18

0109ia. Integrated Algebra Regents Exam

c. Find the slope and y-intercept of the graph of the linear equation. Then sketch its graph.

Math 11 - Systems of Equations and Inequalities

TAKS Mathematics. Test A GO ON. 1. Which of the following functions is not linear? A. f(x) 3x 4 B. f(x) 3 x 4 C. f(x) 3 4

NEW ENGLAND COMMON ASSESSMENT PROGRAM

Math 20-1 Year End Review

Pre-Algebra Semester 2 Practice Exam DRAFT

C) C) 5 D) 13

b(n) = 4n, where n represents the number of students in the class. What is the independent

ACCELERATED MATHEMATICS CHAPTER 7 NON-PROPORTIONAL LINEAR RELATIONSHIPS TOPICS COVERED:

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

Pre-Algebra Mastery Test #8 Review

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.

Graph Quadratic Functions in Standard Form

M122 College Algebra Review for Final Exam

Algebra 1 - Semester 2 Exam Review

Pre-Algebra Semester 1 Practice Exam A

Pre-Algebra Semester Exam Review 2016

3.6.1 Building Functions from Context. Warm Up

Samples and Surveys pp

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

Name: Period: QVMS GTA FALL FINAL EXAM REVIEW PRE-AP ALGEBRA 1

Math 1101 Chapter 2 Review Solve the equation. 1) (y - 7) - (y + 2) = 4y A) B) D) C) ) 2 5 x x = 5

NEW ENGLAND COMMON ASSESSMENT PROGRAM

A calculator may be used on the exam.

Name PD. Linear Functions

Algebra EOC Practice Test #1

The Top 11 Keystones of Algebra 1

Algebra 1 Honors First Semester Review

Copyright 2017 Edmentum - All rights reserved.

Math098 Practice Final Test

CCSD Practice Proficiency Exam Fall B. c = E

Adv. Math 1 Spring Semester Review

Math 1101 Chapter 3 Review. 1) f(x) = 2x2 + 2x - 4 A) Concave up B) Concave down. 2) f(x) = -2x2-2x + 2 A) Minimum B) Maximum. 3) f(x) = 0.

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. 1) A) 4 13 C) 2 3 2) A) 0 B) 1 3 C) 5 13

Standardized Test Practice

ALGEBRA 1 SEMESTER 1 INSTRUCTIONAL MATERIALS Courses: Algebra 1 S1 (#2201) and Foundations in Algebra 1 S1 (#7769)

0815AI Common Core State Standards

Turn to Section 4 of your answer sheet to answer the questions in this section.

The semester A examination for Bridge to Algebra 2 consists of two parts. Part 1 is selected response; Part 2 is short answer.

Introduction Direct Variation Rates of Change Scatter Plots. Introduction. EXAMPLE 1 A Mathematical Model

Direction: Please write your answer in the answer blanks and show all work to get full credits. Each question is worth 4 points each.

Fall IM I Exam B

LESSON #11 - FORMS OF A LINE COMMON CORE ALGEBRA II

Ready To Go On? Skills Intervention 2-1 Solving Linear Equations and Inequalities

Unit Test Linear equations and Inequalities

Multiple Choice Identify the choice that best completes the statement or answers the question.

CHAPTER 6: LINEAR SYSTEMS AND THEIR GRAPHS

Algebra 1R REVIEW (midterm)

DMA 50 Worksheet #1 Introduction to Graphs: Analyzing, Interpreting, and Creating Graphs

Algebra EOC Practice Test #1

MODELING WITH FUNCTIONS

On a video game, Jacob got 1685 points and earned two bonuses worth 193 and 270 points. What is his total score? Answer: 2148 points

Using a Graphing Calculator

Why? Step 3 Substitute the value from Step 2 into either equation, and solve for the other variable. Write the solution as an ordered pair.

Fair Game Review. Chapter of a mile the next day. How. far will you jog over the next two days? How many servings does the

Algebra Semester 1 Final Exam Review Name: Hour: Date:

The Keystones of Algebra 1

END OF COURSE ALGEBRA I

Transcription:

Math Semester Final Review 0-0. Solve the equation (x + ) = 9. Write a justification for each step. Using these possible reasons: Substitution, Division, Subtraction, Addition, and Reflexive Properties of Equalit. Solve PV = nrt for R.. Solve for.. A professional cclist is training for the Tour de France. What was his average speed in kilometers per hour if he rode the 9 kilometers from Laval to Blois in. hours? Use the formula, and round our answer to the nearest tenth.. Solve F = (h + k)(a) for k.. Determine whether the graph represents a function and explain wh. x 7. Write different points in the form {(x, ), (x,), (x,)}. Make this relation not a function and explain wh it is not a function. 8. Give the domain and range of the relation. x 9 0 0 0 0 9 9. For, what is the value of x for which?

0. Evaluate f(x) =.x 7 when x = -. What is the value of when x=?. Evaluate the function f(x) = -x + when x = -. For the function = -x, what is the input when the output is -0?. Check if (-, ) is an ordered pair on function : -x + =. Wh or wh not?. Use the graph of the function x + to find the value of when. x. For, evaluate. 7. Princess Leia pas $. a month for cable TV, plus $.7 for each movie she orders on pa-per-view. Write an equation in Slope Intercept form representing the total cost a month () and the number of movies she orders (x). Then also convert it into Standard Form.

8. The cost of a school banquet is $70 plus $ for each person attending. Write an equation that gives total cost as a function of the number of people attending. What is the cost for people? a. = x 70; $ c. = 70x + ; $ b. = x + 70; $7 d. = 70x ; $9 9. Hans pas $07 in advance on his account at the athletic club. Each time he uses the club, $ is deducted from the account. Write an equation that represents the value remaining in his account after x visits to the club. Find the value remaining in the account after 9 visits. a. V = 07x; $ c. V = 07 x; $ b. V = 07 x; $8 d. V = 07 x; $87 0. What is an equation of the line shown?. Graph the function. a. c. x x b. d. x x

. Which of the following is not a solution of the equation represented b the graph? a. (,) b. (-, -) c. (0, ) d. (, ). Graph the inequalit x. a. c. x x b. d. x x

. A store is selling mugs and magnets. The store profits $.00 from each mug sold and $.00 from each magnet sold. The store needs to make an average profit of $00 per hour from the sales. Using x as the number of mugs sold and as the number of magnets sold, write and graph an inequalit for the number of each item the store needs to sell. If mugs are sold, how man magnets must be sold?. Joan creates a budget for her monthl expenses. The graph shows how much mone is in the account at different times. Find the slope of the line. Then tell what rate the slope represents.. The table shows the height of a pine tree at each of two ages. What was the tree s average rate of growth during this time period? Age (ears) Height (meters) 9 7. Graph = x.

8. Graph the linear equation b finding the x- and -intercepts. a. c. 0 0 0 0 x 0 0 x 0 0 b. 0 d. 0 0 0 x 0 0 x 0 0 9. What are the intercepts of the linear function shown?

a. 0. The number of pieces of cand in randoml selected jars are, 0,, 0,, 8, 0,, 9, 8,. Displa the data using a histogram. a. Pieces of Cand in Jars c. Pieces of Cand in Jars Frequenc 0 9 8 7 Frequenc 0 9 8 7 0 0-0 80 Pieces of cand b. Pieces of Cand in Jars 0 0 0 80 Pieces of cand d. Pieces of Cand in Jars Frequenc 0 9 8 7 Frequenc 0 9 8 7 0 0 0 80 Pieces of cand 0 0 0 80 Pieces of cand. Which equation is the better line of best fit for the data? Justif our answer. x 7 7. Displa the data using a histogram with bars. The numbers of students in different classes at South Pasadena High School:,, 7,,, 9,,,,, 8, 9, 0, 8,

. The number of laps around a track for five runners are, 9,,,. Displa the data using a box-and-whisker plot.. The number of calls answered b a dog rescue organization over an 8-da period are given. Use the data to make a box-and-whisker plot.,, 9,,, 7,, 0. The numbers of points scored b Jessica in 8 basketball games are listed below. Create a Box and Whiskers Plot. 0,,,, 0,,,. The number of runs Claudia s baseball team scored in 9 games is shown below. Write out the possible data points for these 9 games. 7. The box-and-whisker plot shows the dail low temperatures, of two different cities. Which data set has a greater median? About how much greater is the median of that data set? Cit A Cit B 8. What is the difference between the interquartile range of the data set represented b the upper box plot and the interquartile range of the data set represented b the lower box plot? 0 8 0 8 0

9. Group A and Group B were polled about whether the go to the gm regularl. Yes No Total Group A x 7 Group B 7 Total 0 a.) What are the values of x and and what do the represent? b.) What is the joint relative frequenc that a member of Group A goes to the gm regularl? c.) What is the marginal frequenc that a person goes to the gm regularl? d.) What is the conditional relative frequenc that a person goes to the gm regularl given that the are from Group B? 0. At a wedding reception, the guests have a choice of chicken or steak for dinner. Do more people prefer chicken or steak? Do more people under 0 prefer chicken or steak?. A surve of 0 students about which sport, baseball, basketball, football, hocke, or other, the prefer to watch on TV ielded the following two-wa frequenc table. Baseball Basketball Football Hocke Other Total Bos 7 0 0 Girls 0 Total 0 a.) How man students prefer watching Football? b.) What is the conditional relative frequenc that a student prefers to watch Football, given that the student is a bo? Write our answer as a decimal rounded to the nearest hundredth.. Describe the strength and direction (positive, negative, none) of the scatter plots below and estimate the value of r. a. b. c.

. Ramond opens a carwash and keeps track of his weekl earnings, as shown on the scatter plot below. a. Use the line of best fit that best approximates the data to predict how man weeks after opening he will make $,000. b. Based on this relationship, predict how much Ramond s weekl revenue will be 0 weeks after opening.. Estimate the value of the correlation coefficient (for example: -0., 0.9, 0.78) for the scatter plots below. a. b.. The scatter plot shows the relationship between the weekl total sales ($) and the number of different rug designs a rug store has. Based on this relationship, predict what the total sales will be when the store has 70 different rug designs. 0000 0000 Total Sales ($) 0000 0000 0000 0 0 0 80 00 0 0 0 Number of Designs