Cumulative Review Chapters 1-4

Slides:



Advertisements
Similar presentations
Jeopardy! Chapter 4 Math Review Final Jeopardy Jeopardy.
Advertisements

Catherine Conway MATH 081.  Writing decimals in expanded form is similar to writing whole numbers in expanded form.  For example: Write in.
CHAPTER 5 Decimal Notation Slide 2Copyright 2012, 2008, 2004, 2000 Pearson Education, Inc. 5.1Decimal Notation, Order, and Rounding 5.2Addition and Subtraction.
Review Chapter 10 Phong Chau. Rational exponent & Radical b a c a² + b² = c².
Factors, Fractions, and Exponents
Bell Ringers. Directions: Write a fraction for each model.
Math 009 Unit 4 Lesson 1.
Use Scientific Notation
Fractions and Decimals 5.2. Writing a Fraction as a decimal Divide the numerator by the denominator.
MATH 009 JIM DAWSON.
Mixed and Improper Fractions Math 6 th Grade Finley.
Instructional Strategies Aligned to the 1997
Number Theory and Fractions
1. Copyright © 2006 Pearson Education, Inc. Publishing as Pearson Addison-Wesley Polynomials CHAPTER 5.1Exponents and Scientific Notation 5.2Introduction.
Ones group Thousands group Millions group Billions group Trillions group Three- Digit Groups (separated by commas) CHAPTER.
Notes 7th Grade Math McDowell Chapter 3.
Chapter 6 Decimals. 6.1 Decimals and Rational Numbers Write decimals as fractions or mixed numbers Decimal notation: A base -10 notation for expressing.
Decimals.
Negative Exponents SWBAT express powers with negative exponents as decimals; express decimals as powers with negative exponents; simplify expressions with.
Scientific Notation February 26, 2014 Pages
Number Theory.  A prime number is a natural number greater than 1 that has exactly two factors (or divisors), itself and 1.  Prime numbers less than.
Exponents and Polynomials
Factors, Fractions and Exponents
Operations with Fractions
Exponents.
Inverse Operations Word Problems Mental Math Vocabulary.
20 pt 30 pt 40 pt 50 pt 10 pt 20 pt 30 pt 40 pt 50 pt 10 pt 20 pt 30 pt 40 pt 50 pt 10 pt 20 pt 30 pt 40 pt 50 pt 10 pt 20 pt 30 pt 40 pt 50 pt 10 pt.
Section 4.1 The Product, Quotient, and Power Rules for Exponents.
2 pt 3 pt 4 pt 5pt 1 pt 2 pt 3 pt 4 pt 5 pt 1 pt 2pt 3 pt 4pt 5 pt 1pt 2pt 3 pt 4 pt 5 pt 1 pt 2 pt 3 pt 4pt 5 pt 1pt Number Sense ComputationFractionsMeasurementGeometry.
Second Quarter EQT Review Practice Problems
Test Review Chapter 1 Test Part Write the words that represent a - 10 A) a number less than ten B) ten decreased by a number C) a number increased.
Mid-Year Exam Review Adv. Math Chapters 1 – 8. Order the following from least to greatest: 432,910,643; 423,109,634; 432,190,634.
Page 190 #1-9 ANSWERS Student Progress Learning Chart Lesson Reflection for Chapter 4 Section 9.
Multiplying With Scientific Notation (3.8  102)  (5  104) = 1.) Change the order of the factors. 2.) Multiply and use the rules for exponents 3.) Make.
Page 184 #1-5 ANSWERS Student Progress Learning Chart Lesson Reflection for Chapter 4 Section 8.
Topic 4 Real Numbers Rational Numbers To express a fraction as a decimal, divide the numerator by the denominator.
Chapter 3 Decimal Review Question # 1  Add or subtract – 0.58 a)0.445 b)0.454 c)0.554.
1 st quarter review Test is Friday!!!. Number Patterns arithmetic patterns: –have a common difference between all terms geometric patterns: –common ratio.
Chapter 1 Review 1.1 Division 1.2 Prime Factorization 1.3 Least Common Multiple (LCM) 1.4 Greatest Common Factor (GCF) 1.5 Problem Solving 1.6 Add and.
Math Jeopardy Chapters 9-12 Measurement Geometry.
8.4 Scientific Notation Scientific notation is used to write very large and very small numbers in powers of 10.
Ms. Drake 7th grade Math Number Theory Lesson 5 Greatest Common Factor.
Complete without a calculator:
Week 1 Make a Maths question using one of these words.Ask your question to another student.Discuss what these words mean.
Copyright © 2012 Pearson Education, Inc. Publishing as Prentice Hall. Chapter 1 Real Numbers and Introduction to Algebra.
Chapter 1 Decimals Patterns and Algebra. Lesson 1-1 A Plan for Problem Solving 1. Understand the Problem (Explore) – What is the question being asked?
Copyright © 2011 Pearson Education, Inc. Polynomials CHAPTER 5.1Exponents and Scientific Notation 5.2Introduction to Polynomials 5.3Adding and Subtracting.
15 - (-16) (-17) (-5)
Final Exam Review Part I Math Chapters Order the following from least to greatest: 432,910, ,109, ,190,634.
CONFIDENTIAL1 Good Afternoon! Today is our REVIEW of ADDING AND SUBTRACTING DECIMALS NUMBERS & ALGEBRAIC CONCEPTS.
Chapter 7: Polynomials This chapter starts on page 320, with a list of key words and concepts.
Location of Exponent An exponent is the small number high and to the right of a regular or base number. 3 4 Base Exponent.
Rational Numbers 5-1 to 5-7 Kane Oct 2007.
Chapter 4 Notes. 4-1 Divisibility and Factors Divisibility Rules for 2, 5, and 10 An integer is divisible by –2 if it ends in 0, 2, 4, 6, or 8 –5 if it.
Whole Numbers and Introduction to Algebra Written by Sue C. Little North Harris College Offered with thanks by Mr. Roberts Clement Middle School, RUSD.
High School – Pre-Algebra - Unit 4
Chapter R Prealgebra Review Decimal Notation.
Objectives Chapter 6 Writing Algebra Powers Square Roots
STUDY GUIDE CORNELL- STYLE.
Interactive Notebooks
Addition, Subtraction, Multiplication and Division
Lesson 4.1 How do you write the prime factorization of a number?
Numerator Denominator
Lesson 4.1 How do you write the prime factorization of numbers?
Simplify the fractions below by using GCF.
Operations on Mixed Number
BASIC MATH.
Chapter 3: Basic Math Review
Fractions.
DECIMAL FRACTIONS.
Presentation transcript:

Cumulative Review Chapters 1-4

Prime and Composite Numbers 1. Which is a prime number? List the factors for each number. A 12 B 36 C 51 D 71 12 ---- 1, 2, 3, 4, 6, 12 36 ---- 1, 2, 3, 4, 6, 9, 12, 18, 36 51 ---- 1, 3, 17, 51 71 ---- 1, 71 X

Divisibility Rules X 44. By which numbers is 90 divisible? F 2, 3, 4, 5, 6, 9 G 2, 3, 5, 6, 9, 10 H 2, 3, 5, 20 J 2, 5, 7 X

Order of Operation

Order of Operation X 4. What is the value of 82 • 3 + 4 - 32? F 43 G 46 H 187 J 190 82 • 3 + 4 – 32 64 • 3 + 4 – 32 64 • 3 + 4 – 9 192 + 4 – 9 196 – 9 187 X

Order of Operation X 37. What is the value of 52 42? A 0 B 1 C 9 D 25 25 42 2516 9 X

Exponents 36. What is 12  12  12  12  12 written in exponential form? F 121 G 123 H 512 J 125 X

Evaluating Expressions

Evaluating Expressions 18. Evaluate 4x for x = 16. F 4 G 64 H 12 J 32 4x 4(16) 64 X

Evaluating Expressions 38. Rhonda is 4 inches taller than her friend Kadim. If Kadim is j + 2 inches tall, write an expression to show Rhonda’s height. F j  6 G j – 6 H j + 6 J 6j j + 2 + 4 X

Estimation X 17. Which is the best estimate for 105  68? A 7,000 D 600 X 105 X 68 100 X 70 7,000

Scientific Notation 10. What is 456,000,000 written in scientific notation? F 4.56  106 G 4.56  107 H 4.56  108 J 4.56  109 X

Solving Equations Problems

Solving Equations 6. The area of a rectangle is 56 units2. Its width is 7 units. What is its length? F 6 units G 8 units H 10 units J 49 units l  w = Area l  7 = 56 l = 8 X

Solving Equations 13. What is the area of a rectangle with length 12 cm and width 8 cm? A 20 cm B 40 cm2 C 96 cm2 D 108 cm2 X

Solving Equations X 23. Which is a solution to the equation 15a = 225? A a = 5 B a = 10 C a = 15 D a = 20 X

Solving Equations 24. Which is a solution to the equation w + 487 = 502? F w = 15 G w = 105 H w = 215 J w = 989 X

Solving Equations 25. Which is a solution to the equation y - 67 = 31? A y = 98 B y = 89 C y = 54 D y = 36 X

Solving Equations 29. Which value of h is a solution for the equation h - 1 = 8. A h = 6 B h = 7 C h = 8 D h = 9 X

Solving Equations 55 y 32. Which value of y makes this equation = 5 true? F y = 5 G y = 11 H y = 12 J y = 20 X

Solving Equations 33. Sara has a 13 ft. long canoe. Mike’s canoe is 15 ft. long. Which equation shows how much longer Mike’s canoe is? A 15  13  c B 15  13  c C 13  c  15 D 15  c  13 X

Solving Equations X 41. Solve w  12.4 = 54.7 A w = 42.3 B w = 54.7 C w = 67.1 D w = 84.2 X

Solving Equations X 43. Solve 7x = 65.8 A x = 9 B x = 9.4 C x = 10.4 D x = 12.3 X

Solving Equations X 50. Which equation is true given x = 9? F 9x = 72 G 89  x = 98 H x = 7 J 34 x = 43 X 5 4

Patterns and Sequences

Patterns and Sequences 19. What is an expression for the sequence in the table? A 17 B n  3 C 3n  1 D 3n  1 Position 1 2 3 4 5 n Value 8 11 14 X

Patterns and Sequences 26. Find the missing value in the table. F 28 G 32 H 36 J 58 a 3a + 2 8 26 10 X

Patterns and Sequences 30. Which expression completes the table? F t + 14 G 4t – 1 H 2t + 9 J 3 t + 1 t 8 25 9 27 10 29 X

Greatest Common Factor

GCF 3. What is the GCF of 30, 42, and 66? A 2 B 3 C 6 D 10 X

GCF 46. Karen has 30 photos from a trip to Dallas and 48 photos from a trip to Austin. She wants to put all of the photos in an album so that the photos from each trip are in separate sections. She also wants the same number of photos on each page. What is the greatest number of photos she can put on each page? F 4 G 6 H 8 J 12 X

Ordering and Comparing

Ordering and Comparing 2. Which number is greatest? F 8.402 G 8.04 H 8 J 8 4 5 X 3 4

Ordering and Comparing 15. Which set of numbers is ordered from least to greatest? A 0.67, , B , , 0.67 C , 0.67, D , , 0.67 2 3 7 10 2 3 7 10 X 2 3 7 10 7 10 2 3

Ordering and Comparing 16. Which number is greatest? F G H J 3 20 1 5 6 15 X 7 10

Ordering and Comparing 1 4 1 5 49. Compare 3 _____ 3 . A > B < C = D not here X

Working with Fractions

Working with Fractions 5 15 5. Which fraction is NOT equivalent to ? A B C D 4 6 X 10 30 20 60 1 3

Working with Fractions 8. Which is 3.08 written as a mixed number? F G H 3 J 3 38 30 308 100 2 25 X 1_ 125

Working with Fractions 9. Write 3 4 as a decimal. A 0.3 B 0.34 C 0.4 D 0.75 X

Working with Fractions 1 12 11. What is 4 written as an improper fraction? A B C D 4 12 48 12 X 49 12 50 2

Working with Fractions 23 3 14. What is as a mixed number? F 10 G 10 H 7 J 7 3 10 2 3 X 1 3

Working with Fractions 9 50 47. What is as a decimal? A 0.9 B 0.18 C 0.59 D 0.95 X

Reading and Writing Math

Reading and Writing Math 20. Which number is five million, four hundred twenty thousand, sixty-three in standard form? F 5,042,630 G 5,420,063 H 5,000,426 J 5,420,630 X

Reading and Writing Math 21. Which number has a 9 in the ten-thousands place? A 794,274 B 978,054 C 164,790 D 874,159 X

Reading and Writing Math 22. Which number is the standard form for 400,000 + 60,000 + 20 + 9? F 4,629 G 460,029 H 46,290 J 406,290 X

Reading and Writing Math 27. Which means “6 less than a”? A a + 6 B a  6 C 6 - a D a  6 X

Reading and Writing Math 28. What is a word phrase for 10r? F 10 more than r G 10 less than r H the quotient of 10 and r J the product of 10 and r X

Reading and Writing Math 31. What operation does the word “difference” indicate? A addition B subtraction C multiplication D division X

Reading and Writing Math 39. What is 8.125 written in words? A eight and one hundred five tenths B eight and one hundred twenty-five thousandths C eight thousand one hundred twenty-five D eight and one hundred five thousandths X

Add, Subtract, Multiply, Divide

Add, Subtract, Multiply, Divide 1 2 7. What is the difference of 10 and ? A 9 B 5 C 10 D 20 1 2 X 1 2

Add, Subtract, Multiply, Divide 1 9 12. Add  . F G H J 5 9 1 3 2 3 X 3 4 6 18

Add, Subtract, Multiply, Divide 34. Jack had $3,712 in his savings account when he made a deposit of $321. What was the new balance in Jack’s account? F $4,033 G $4,003 H $3,391 J $3,400 X

Add, Subtract, Multiply, Divide 35. Helen earns $30 per week on her paper route. So far she has earned $3,360. For how many weeks has she had the paper route? A 112 B 60 C 11 D 3,330 X

Add, Subtract, Multiply, Divide 40. Jenna and three friends go to the school carnival. They each buy 15 tickets. The total for the tickets is $18.00. How much does each ticket cost? F $0.25 G $0.30 H $0.35 J $0.40 X

Add, Subtract, Multiply, Divide 42. Simplify 26  0.7 F 26.3 G 26.7 H 25.7 J 25.3 X

Add, Subtract, Multiply, Divide 45. Carol earns $5.25 per hour. She worked 15 hours last week. How much did she earn? A $82.25 B $78.75 C $52.15 D $25.85 X

Add, Subtract, Multiply, Divide F 471 G 47.1 H 4.71 J 0.0471 X