{ y 4. Cumulative Test. 221 Holt Algebra 2. Name Date Class. Select the best answer. 1. Find the multiplicative inverse of

Similar documents
Final Exam Study Guide

Skills Practice Skills Practice for Lesson 1.1

Algebra I Practice Exam

Diagnostic Test. Month Balance Change February $ March $ $13.10 April $1, $ May $ $ June $ $163.

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

Cumulative Test. 141 Holt Algebra 2. Name Date Class. Select the best answer. 1. Identify the property demonstrated by. 7.

Semester 1 Final Review. c. 7 d.

Algebra 1 PAP Fall Exam Review

Mathematics. HiSET Exam Free Practice Test FPT 7. hiset.ets.org. Get the HiSET testing experience. Answer questions developed by the test maker

Section 2.3 Objectives

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

Essentials. Week by. Week. Fraction Action. Probability Pizzazz

algebraic expression angle exponent equation Vocabulary Flash Cards Review Review Review Review Review Review Big Ideas Math Red

4. The table shows the number of toll booths driven through compared to the cost of using a Toll Tag.

In #1 and 2, use inverse operations to solve each equation. 2.

Algebra 1 End-of-Course Assessment Practice Test with Solutions

( ) = 2 x + 3 B. f ( x) = x 2 25

Grade 7 Mathematics Test Booklet

Coordinate Algebra A Final Exam Review

Livingston American School 4TH Quarter Lesson Plan

I. ORDER OF OPERATIONS

ACCUPLACER Sample Questions for Students

Math 112 Spring 2018 Midterm 2 Review Problems Page 1

ACCUPLACER Sample Questions for Students

Formulas for Linear (Arithmetic) Sequences

1-1 Practice. Patterns and Expressions. Describe each pattern using words. Draw the next figure in each pattern.

0109ia. Integrated Algebra Regents Exam

Precalculus 2nd Semester Review 2014

Math 9 Midterm Review

Algebra 1 Practice Test. Algebra 1. Practice Test. Copyright Karin Hutchinson, All rights reserved.

3 Inequalities Absolute Values Inequalities and Intervals... 5

SY14-15 Algebra Exit Exam - PRACTICE Version

The Top 11 Keystones of Algebra 1

Algebra Quarter 4 Review

Review for the Algebra EOC

Unit 4. Exponential Function

7 = 8 (Type a simplified fraction.)

x 2 + x + x 2 x 3 b. x 7 Factor the GCF from each expression Not all may be possible. 1. Find two numbers that sum to 8 and have a product of 12

Algebra 1 Spencer Unit 4 Notes: Inequalities and Graphing Linear Equations. Unit Calendar

90 counter-clockwise ( ) about the origin to create A B C

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

3 2 (C) 1 (D) 2 (E) 2. Math 112 Fall 2017 Midterm 2 Review Problems Page 1. Let. . Use these functions to answer the next two questions.

Honors and Regular Algebra II & Trigonometry Summer Packet

8.6 Translate and Classify Conic Sections

4. Based on the table below, what is the joint relative frequency of the people surveyed who do not have a job and have a savings account?

ACCUPLACER Sample Questions for Students

1. 4(x - 5) - 3(2x - 5) = 6-5(2x + 1) 2. 3(2x - 3) + 4(3-2x) = 5(3x - 2) - 2(x + 1) x + 6 x x + 6x

Chapter 3: Probability 3.1: Basic Concepts of Probability

13-5 Probabilities of Independent and Dependent Events

2) If an athletic conference has 12 teams and each of the teams plays each of the other teams, how many games will there be?

PreAP Test 4 Review Sheet

Algebra 2 Unit 9 (Chapter 9)

CCGPS Coordinate Algebra Summer Packet (Rising 9 th graders)

Algebra 1 Practice Test

MATH 126 TEST 1 SAMPLE

Name: Class: Date: ID: A

ALGEBRA 1 FINAL EXAM TOPICS

CIRCLES: #1. What is an equation of the circle at the origin and radius 12?

GCSE Mathematics Specification (8300/2F)

Algebra II 1.0 MULTIPLE CHOICE. 1. What is the complete solution to the inequality 5x 6 > 9? A. C x > or x < 3. x > 3 or x < B.

4. Based on the table below, what is the joint relative frequency of the people surveyed who do not have a job and have a savings account?

Student Name: End-of-Course Assessment. Algebra II. Algebra 2 Pre-Test

CHAPTER 8 Quadratic Equations, Functions, and Inequalities

ACP Semester 2 Review

2a) Graph: y x 3 2b) Graph: y 2x. 3a) Graph: y 4 3 x

V. RANDOM VARIABLES, PROBABILITY DISTRIBUTIONS, EXPECTED VALUE

Mathematics, Grade 10

Re: January 27, 2015 Math 080: Final Exam Review Page 1 of 6

13-2 Verifying Trigonometric Identities. CCSS PRECISION Verify that each equation is an identity. ANSWER: ANSWER: ANSWER: ANSWER: ANSWER: ANSWER:

40 min NUMERACY. year. Use 2B or HB pencil only SESSION 2. Time available for students to complete test: 40 minutes

hs assessment Name: Simplify: 7. Find the quotient ËÁ ( 3 + 4) 2 a. 25 b. 196 c. 198 d. 100 a b c. 4 d.

Instructions. Information. Advice

1 Which expression represents 5 less than twice x? 1) 2) 3) 4)

Lesson 3.notebook May 17, Lesson 2 Problem Set Solutions

Skills Practice Skills Practice for Lesson 4.1

Aiming for Highest +

1. Corey used the following table when making iced tea. Iced Tea Ingredients

Algebra I Exam Review

Indicate which numbers are prime: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, Indicate which numbers are even: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10,

Sketch a possible graph of a polynomial function with the given zeros. (lesson 6-1, 6-7)

A. First define your variables: Let x = weight and y = weight.

0813ia. Integrated Algebra Regents Exam

Name Date Class. 9. Simplify (8 + 1) 3 4. A 9 C A y = 1 2 x C y = x Solve d = 1 4. F 1 H 1 2 G 1 J 1 G 13

Name Class Date. Describe each pattern using words. Draw the next figure in each pattern Input Output

Trimester 2 Final Practice CC 7/8 Date Period. Unit Rates (7.RP.1)

GCSE MATHEMATICS Foundation Tier Paper 2

Algebra I End of Course Review

ACCUPLACER Sample Questions for Students

1. Find all relations which are functions. 2. Find all one to one functions.

Name Algebra 1 Midterm Review Period. = 10 4x e) x ) Solve for y: a) 6x 3y = 12 b) 4y 8x = 16

Name: 2016 Algebra 1 Final Exam Review-GL Period:

Quadratic Graphs and Their Properties

Mad Hatter Part I.

Student Performance Analysis. Algebra I Standards of Learning

CHAPTER 8: Polar 1. Convert to polar.

Practice Questions for Math 131 Exam # 1

Algebra II/Trig Final Review

Name Class Date. Pearson Education, Inc., publishing as Pearson Prentice Hall. All rights reserved. Travels in Air. Distance (miles) Time (seconds)

Name Class Date. Identify the vertex of each graph. Tell whether it is a minimum or a maximum.

Name: Date: Period: Study Guide: Final Exam Wednesday, June 19th

Transcription:

Select the best answer. 1. Find the multiplicative inverse of 7. A C B D 7 7 2. The plan for a garden is shown below. What is the simplified expression for the perimeter of the garden? F 10a 2b G 10 a 2 b H 2 a 2 8a 2b J 2 a 2 8a b. Which relation below is a function? A {, 1, 1,, 1,,, 1 } B { 1,, 1, 5, 1,, 1, 90 } C { 5, 1, 6, 1, 8, 1, 9, 1 } D { 7,,,, 9,, 7, 2 }. Describe the transformation of the graph from f x 10x 16 to g x 10x. F g x is less steep. G g x is steeper. J g x is translated 5 units down. H g x is translated 5 units up. 5. A baker needs 5 eggs for a recipe that will make 0 servings. If he wants to make enough to feed 156 people, how many eggs does he need? A 25 C 0 B 26 D 1 6. Which line is perpendicular to y x 10 and passes through 12, 1? F y x H y x 15 G y x 8 J y x 17 7. Karin s monthly cell phone bill in dollars can be determined by f x 25 0.2x where x is the number of minutes she uses her phone after the first 200 minutes. If the phone company raises the cost of the first 200 minutes by $, which function can be used to find her monthly bill? A f x 25.2x B f x 28 0.2x C f x 25 0.2x D f x 28.2x 8. Solve x 2 1 7. F x or x 8 H x 8 or x G x 8 or x 8 J x or x 9. At a used bookstore, paperbacks cost $2 and hardcovers cost $.50. Karin buys 10 books for a total of $27.50. How many of each type of book did she purchase? A 0 paperbacks, 7 hardcovers B 6 paperbacks, hardcovers C 5 paperbacks, 5 hardcovers D paperbacks, 1 hardcover 10. Maximize the objective function P 10x 2y under the constraints { y x 10. x y 8 F P 2 H P 86 G P 58 J P 92 221 Holt Algebra 2

. P 9 5 0 Which is the sum P Q? A 7 15 1 B 1 8 1 Q 6 1 1 C 12 5 5 0 D 1 6 1 12. An architect makes a blueprint of a triangular roof with vertices at 2,, 8, and 5, 9. Which matrix shows the vertices of the roof if she wants it to be twice as large? F G 2 8 5 6 6 18 16 10 9 H J 16 10 6 6 18 10 7 5 5 1. What is the determinant of the matrix 2? A 6 C 12 B 6 D 18 1. Which augmented matrix represents the system { 2x 9 y x 2y 1. F 2 9 1 2 1 G 2 1 9 2 1 15. What is the stretch factor from f x x 2 2 1 to g x 6 x 2 2 2? H A 1 C B 2 D 6 J 2 9 1 2 1 2 9 7 2 1 16. Which situation could be graphed below? 222 Holt Algebra 2 F A ball is dropped from a height of 6 feet and lands after 1.5 seconds. G A ball is dropped from a height of 6 feet and lands after seconds. H A ball is thrown into the air and reaches its maximum height after 1.5 seconds. J A ball is thrown into the air and reaches its maximum height after seconds. 17. Find the values of x and y that make the following equation true: 8x y i 12i 2. A x ; y C x ; y B x 1.5; y 8 D x 1.5; y 8 18. What is the degree of the polynomial 9 x 2 6 x 5 5x? F 2 H G J 9 19. The area of a carpet is described by the polynomial 2 x 2 x 6. The length of the carpet is x. What is the width of the carpet? A 2x 2 C 2x B 2 x 2 D 2 x 2 2 20. Factor x x 2 x completely. F x 1 x 1 x G x 1 x 1 x H x 1 x 1 x J x 1 x 1 x

21. From the graph of f x below, find whether the leading coefficient of f x is positive or negative and odd or even. A positive and odd C negative and odd B positive and even D negative and even 22. A species of frog doubles its population every 2 months. If the population starts at 0, how many frogs will there be in one year? F 90 H 1920 G 900 J 2250 2. This is the graph of which function? A f x l og x 2 C f x x 2 B f x lo g 2 x D f x 2 x 2. The number of termites in a hill at time t in years can be found using the function P 250 1.1 t. Which function can be used to find the time elapsed based on the population? F t log 250 1.1 P H t l og 1.1 P 250 G t lo g 1.1 250 P J t l og 250 P 1.1 25. Solve y z x for x. A log z log y B log y log z 22 Holt Algebra 2 C D z log y y log z 26. A certain beach has 50 yards of sand but erosion is decreasing it by 20% each year. Which expression represents the amount of beach as a function of time? F b t 20 50 t G b t 50 0.8 t H b t 50 0.2 t J b t 0.8 50 t 27. The cost per person on a vacation varies as the number of people who go on the vacation. It will cost $00 per person if 10 people go. How much will it cost if 15 people go on the vacation? A $150 C $00 B $200 D $50 28. For which values of x is the expression x 2 x 2 x 2 x undefined? F 2 and 1 H and 1 G 1 and 2 J and 1 29. A carpenter and her apprentice working together can build a bed frame in hours. The apprentice could build it by himself in 12 hours. How long would it take the carpenter if she were building it by herself? A 1 hour B 2 hours C hours D 6 hours 0. What are the x- and y-intercepts of the function f x 2 x 6? F x-intercept: 9; y-intercept: 6 G x-intercept: 26; y-intercept: 9 H x-intercept: 6; y-intercept: 9 J x-intercept: 9; y-intercept: 6

1. A worker s pay in dollars is based on the hours h she works, according to f h 10h 100. She puts 20% of her pay plus $20 into her savings. Which expression shows her savings as a function of the hours she works? A f h 10h 20 B f h 10h 120 C f h 2h 0 D f h 2h 120 2. A scout troop is making a map of their campsite. On their map, their circular mess tent has a diameter with endpoints at 2, and 6,. What are the center and radius of the tent? F center 2, 0, r G center 2, 0, r H center 2, 0, r 5 J center 2, 0, r 10. Which is the constant difference for a hyperbola with foci F 1 2, 0 and F 2 6, 0 and the point on the hyperbola 2,? A 8 C 2 B 2 D 8. Which conic section is described by the equation 9 x 2 y 2 18x 8y 12? F circle G parabola H ellipse J hyperbola 5. Ms. Banner s class has 9 students in it. How many ways can she choose students to present their assignments to the class? A 120 C 720 B 50 D 90 6. Three coins are flipped at the same time. What is the probability that they all show the same result (all heads or all tails)? F 1 8 G 1 H 1 J 1 2 7. With the spinner below, what are the chances of spinning a 2 and then spinning a? A B 1 18 1 12 C 1 D 1 2 8. The numbers 2 are written on tokens and placed in a bag. What is the probability of choosing a multiple of 2 or a multiple of? F 1 6 G 1 H 2 J 5 6 9. Find the mean and median of the number set {,,, 7, 8 }. A mean 5; median B mean ; median C mean ; median 5 D mean 5; median 0. A raffle advertises that 1 in 10 tickets sold will be a winner. If Barlee buys 8 tickets, what is the approximate probability that she will win at least 1 prize? F 20% H 57% G % J 80% 22 Holt Algebra 2

Answer Key. independent events 5. 1 2 1 2 1 2 1 8 6. rolling at least one CAR 7. 1 1 8 8a. 1 2 8b. 1 2 1 2 8 1 8c. 1 2 1 2 1 2 1 8 8d. 1 1 2 1 8 8 9. The probability of rolling one, two, or three CARs in three rolls is the same as rolling one CAR (and keeping it) in one, two, or three rolls. 10. 16,807 0.51 2,768. the contestant; their chance of winning is greater than 50%, the chance of the game show owner winning (the contestant losing) is less than 50% 1. A 2. H. C. J 5. B 6. H 7. B 8. F 9. C 10. J. D 12. H 1. D 1. G 15. B 16. H 17. A 18. G 19. A 20. J 21. A 22. H 2. D 2. H 25. B 26. G 27. D 28. H 29. C 0. J 1. C 2. H. C. J 5. B 6. G 7. A 8. H 9. D 0. H 12 Section Quiz: Lessons 12-1 to 12-1. C 2. F. C. G 5. A 26 Holt Algebra 2