SlideShare a Scribd company logo
1 of 8
Download to read offline
Opener:                 Please also put your Nspire (with Nspire faceplate on) on my 
                        desk.  If you need to put your name on it, there are Sharpie 
                        markers on my desk.
Please put up your 
defined variable and    1. Match each expression to a set of steps.
expression to one of         I. ‐3(x ‐ 4)   II. ‐3x ‐ 4       III. 4(x ‐ 3)
the Modeling 
                             A. Choose any number. Subtract 3. Multiply by 4.
Worksheet questions 
                             B. Choose any number. Subtract 4. Multiply by ‐3.
you feel good about          C. Choose any number. Multiply by ‐3. Subtract 4.
AFTER you finish the 
opener.                 2. Write an expression for the area of a rectangle with 
                            length 10 and width w.

                        3. Simplify:     ‐2 + 4[3 ‐2(5+5)] ‐ 10




                                                                                        1
2
3
Section 2.3:   Evaluating Expressions

               Last class period, we learned how to write expressions to 
               model situations.

               To evaluate an expression, we replace the variable with a 
               value.

               Example 1: If you drop an object, its speed after t seconds is 
               given by the expression 32t. How fast is the object travelling 
               at the times listed in the table below?

                    Time, t, in secs   Speed, 32t, in ft/sec

                    1

                    2

                    3

                    10 

                    x+2 



               Example 2: Write an expression for the following number 
               trick.

               Choose a number. Add 6. Multiply by 3. Subtract 10.

               Once you have the expression written, what will Spiro's 
               ending number be if he chooses ‐2 as his starting number?




                                                                                 4
More Evaluating   Sometimes you will be asked to evaluate an expression
Expressions:      that doesn't come from a real situation.

                  Example 3: Evaluate the expression 2 ‐ 3(x + 5) for the 
                  following values. (Show work for all problems.)

                       A. x = 1                   B. x = ‐3




                       C. x = 9                   d. x = ‐7




                                                                             5
Nspire Activity:     You need your calculator with the Nspire faceplate 
                     attached to complete the activity today. This activity will 
                     be worth 10 daily work points. You will turn it in before 
                     you leave today.

                     You are working with your partner, but use the other 
                     two people in your group if you and your partner get 
                     stuck and I am helping someone else.



                   When you finish, raise your hand for your next task.




                                                                                    6
7
8

More Related Content

What's hot

Grade 2 unit 1
Grade 2 unit 1Grade 2 unit 1
Grade 2 unit 1ackerkri
 
Scientific Notation
Scientific NotationScientific Notation
Scientific NotationAwais Khan
 
3.12 3.13 Notes A
3.12 3.13 Notes A3.12 3.13 Notes A
3.12 3.13 Notes Ambetzel
 
Scientific notation powerpoint
Scientific notation powerpointScientific notation powerpoint
Scientific notation powerpointEdison Orgil
 
Lesson5.1 complexnumbers
Lesson5.1 complexnumbersLesson5.1 complexnumbers
Lesson5.1 complexnumbersMussaJuma4
 
Lesson 3.2 compute with multi digit decimals
Lesson 3.2  compute with multi digit decimalsLesson 3.2  compute with multi digit decimals
Lesson 3.2 compute with multi digit decimalsAmna Abunamous
 
Add sub mul_div_scientific_notation
Add sub mul_div_scientific_notationAdd sub mul_div_scientific_notation
Add sub mul_div_scientific_notationJanelyvieEnrique
 
1.1 using letters for numbers
1.1 using letters for numbers1.1 using letters for numbers
1.1 using letters for numbersleblance
 
Fluently multiplying whole numbers unit 3
Fluently multiplying whole numbers unit 3Fluently multiplying whole numbers unit 3
Fluently multiplying whole numbers unit 3Robb Elementary School
 
Guia n° 03 matemática IV
Guia n° 03 matemática IVGuia n° 03 matemática IV
Guia n° 03 matemática IVKarlos Rivero
 
Exponents citra math 3_e
Exponents citra math 3_eExponents citra math 3_e
Exponents citra math 3_eNur Fadzri
 
Module 3 lesson 3
Module 3 lesson 3Module 3 lesson 3
Module 3 lesson 3NRWEG3
 
Ch 1 review stations (Classwork)
Ch 1 review stations (Classwork)Ch 1 review stations (Classwork)
Ch 1 review stations (Classwork)leblance
 

What's hot (18)

Grade 2 unit 1
Grade 2 unit 1Grade 2 unit 1
Grade 2 unit 1
 
Scientific Notation
Scientific NotationScientific Notation
Scientific Notation
 
3.12 3.13 Notes A
3.12 3.13 Notes A3.12 3.13 Notes A
3.12 3.13 Notes A
 
Scientific notation powerpoint
Scientific notation powerpointScientific notation powerpoint
Scientific notation powerpoint
 
Scientific Notation
Scientific NotationScientific Notation
Scientific Notation
 
Day 4 Notes
Day 4 NotesDay 4 Notes
Day 4 Notes
 
Lesson AJAH
Lesson AJAHLesson AJAH
Lesson AJAH
 
Lesson5.1 complexnumbers
Lesson5.1 complexnumbersLesson5.1 complexnumbers
Lesson5.1 complexnumbers
 
Lattice Mult. V2
Lattice Mult. V2Lattice Mult. V2
Lattice Mult. V2
 
Lesson 3.2 compute with multi digit decimals
Lesson 3.2  compute with multi digit decimalsLesson 3.2  compute with multi digit decimals
Lesson 3.2 compute with multi digit decimals
 
Add sub mul_div_scientific_notation
Add sub mul_div_scientific_notationAdd sub mul_div_scientific_notation
Add sub mul_div_scientific_notation
 
1.1 using letters for numbers
1.1 using letters for numbers1.1 using letters for numbers
1.1 using letters for numbers
 
Fluently multiplying whole numbers unit 3
Fluently multiplying whole numbers unit 3Fluently multiplying whole numbers unit 3
Fluently multiplying whole numbers unit 3
 
Guia n° 03 matemática IV
Guia n° 03 matemática IVGuia n° 03 matemática IV
Guia n° 03 matemática IV
 
Exponents citra math 3_e
Exponents citra math 3_eExponents citra math 3_e
Exponents citra math 3_e
 
Module 3 lesson 3
Module 3 lesson 3Module 3 lesson 3
Module 3 lesson 3
 
Scientific Notation
Scientific NotationScientific Notation
Scientific Notation
 
Ch 1 review stations (Classwork)
Ch 1 review stations (Classwork)Ch 1 review stations (Classwork)
Ch 1 review stations (Classwork)
 

Viewers also liked

7 3 Zero Product Property A
7 3 Zero Product Property A7 3 Zero Product Property A
7 3 Zero Product Property Ambetzel
 
Chpt 3 Rev Notes A
Chpt 3 Rev Notes AChpt 3 Rev Notes A
Chpt 3 Rev Notes Ambetzel
 
2.2 2.3 notes a
2.2 2.3 notes a2.2 2.3 notes a
2.2 2.3 notes ambetzel
 
11.1 11.6 quiz day notes
11.1 11.6 quiz day notes11.1 11.6 quiz day notes
11.1 11.6 quiz day notesmbetzel
 
2.3 Homework Answers
2.3 Homework Answers2.3 Homework Answers
2.3 Homework Answersmbetzel
 
4 12 Notes B
4 12 Notes B4 12 Notes B
4 12 Notes Bmbetzel
 
3.10 3.11 Notes A
3.10 3.11 Notes A3.10 3.11 Notes A
3.10 3.11 Notes Ambetzel
 
10.5 notes a
10.5 notes a10.5 notes a
10.5 notes ambetzel
 
Alg2.4 A Notes
Alg2.4 A NotesAlg2.4 A Notes
Alg2.4 A Notesmbetzel
 
8 2 Notes A
8 2 Notes A8 2 Notes A
8 2 Notes Ambetzel
 
5 3 5 3 Notes B
5 3 5 3 Notes B5 3 5 3 Notes B
5 3 5 3 Notes Bmbetzel
 
5.1 Notes B
5.1 Notes B5.1 Notes B
5.1 Notes Bmbetzel
 
3.4 Notes B
3.4 Notes B3.4 Notes B
3.4 Notes Bmbetzel
 
3.4 Notes A
3.4 Notes A3.4 Notes A
3.4 Notes Ambetzel
 
4.3 4.4 Notes B
4.3 4.4 Notes B4.3 4.4 Notes B
4.3 4.4 Notes Bmbetzel
 
8.7 8.8 b
8.7 8.8 b8.7 8.8 b
8.7 8.8 bmbetzel
 
4 7 Notes A
4 7 Notes A4 7 Notes A
4 7 Notes Ambetzel
 
1.5 1.6 notes b
1.5 1.6 notes b1.5 1.6 notes b
1.5 1.6 notes bmbetzel
 
8.7 notes
8.7 notes8.7 notes
8.7 notesmbetzel
 

Viewers also liked (19)

7 3 Zero Product Property A
7 3 Zero Product Property A7 3 Zero Product Property A
7 3 Zero Product Property A
 
Chpt 3 Rev Notes A
Chpt 3 Rev Notes AChpt 3 Rev Notes A
Chpt 3 Rev Notes A
 
2.2 2.3 notes a
2.2 2.3 notes a2.2 2.3 notes a
2.2 2.3 notes a
 
11.1 11.6 quiz day notes
11.1 11.6 quiz day notes11.1 11.6 quiz day notes
11.1 11.6 quiz day notes
 
2.3 Homework Answers
2.3 Homework Answers2.3 Homework Answers
2.3 Homework Answers
 
4 12 Notes B
4 12 Notes B4 12 Notes B
4 12 Notes B
 
3.10 3.11 Notes A
3.10 3.11 Notes A3.10 3.11 Notes A
3.10 3.11 Notes A
 
10.5 notes a
10.5 notes a10.5 notes a
10.5 notes a
 
Alg2.4 A Notes
Alg2.4 A NotesAlg2.4 A Notes
Alg2.4 A Notes
 
8 2 Notes A
8 2 Notes A8 2 Notes A
8 2 Notes A
 
5 3 5 3 Notes B
5 3 5 3 Notes B5 3 5 3 Notes B
5 3 5 3 Notes B
 
5.1 Notes B
5.1 Notes B5.1 Notes B
5.1 Notes B
 
3.4 Notes B
3.4 Notes B3.4 Notes B
3.4 Notes B
 
3.4 Notes A
3.4 Notes A3.4 Notes A
3.4 Notes A
 
4.3 4.4 Notes B
4.3 4.4 Notes B4.3 4.4 Notes B
4.3 4.4 Notes B
 
8.7 8.8 b
8.7 8.8 b8.7 8.8 b
8.7 8.8 b
 
4 7 Notes A
4 7 Notes A4 7 Notes A
4 7 Notes A
 
1.5 1.6 notes b
1.5 1.6 notes b1.5 1.6 notes b
1.5 1.6 notes b
 
8.7 notes
8.7 notes8.7 notes
8.7 notes
 

Similar to 2.3 notes b

2.4 notes b
2.4 notes b2.4 notes b
2.4 notes bmbetzel
 
Chapter 3 - Problem Solving.pdf
Chapter 3 - Problem Solving.pdfChapter 3 - Problem Solving.pdf
Chapter 3 - Problem Solving.pdfMinaSaflor
 
3.3 Notes A
3.3 Notes A3.3 Notes A
3.3 Notes Ambetzel
 
3.3 Notes B
3.3 Notes B3.3 Notes B
3.3 Notes Bmbetzel
 
3.3 Notes B
3.3 Notes B3.3 Notes B
3.3 Notes Bmbetzel
 
EMBODO LP Grade 11 Anti-derivative of Polynomial Functions .docx
EMBODO LP Grade 11 Anti-derivative of Polynomial Functions .docxEMBODO LP Grade 11 Anti-derivative of Polynomial Functions .docx
EMBODO LP Grade 11 Anti-derivative of Polynomial Functions .docxElton John Embodo
 
Lecture 1: basic syntax
Lecture 1: basic syntaxLecture 1: basic syntax
Lecture 1: basic syntaxVivek Bhargav
 
Sept.. 30 2014
Sept.. 30 2014Sept.. 30 2014
Sept.. 30 2014khyps13
 
Pre-Calculus Quarter 4 ExamName _________________________ S.docx
Pre-Calculus Quarter 4 ExamName _________________________ S.docxPre-Calculus Quarter 4 ExamName _________________________ S.docx
Pre-Calculus Quarter 4 ExamName _________________________ S.docxChantellPantoja184
 
September 11, 2014
September 11, 2014September 11, 2014
September 11, 2014khyps13
 
Math module 3 lesson 14
Math module 3   lesson 14Math module 3   lesson 14
Math module 3 lesson 14NRWEG3
 
MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...
MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...
MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...MercedesTungpalan
 
Module 3 lesson 15
Module 3 lesson 15Module 3 lesson 15
Module 3 lesson 15NRWEG3
 
1-1-Slide-Show-Writing-and-Interpreting-Numerical-Expressions.pptx
1-1-Slide-Show-Writing-and-Interpreting-Numerical-Expressions.pptx1-1-Slide-Show-Writing-and-Interpreting-Numerical-Expressions.pptx
1-1-Slide-Show-Writing-and-Interpreting-Numerical-Expressions.pptxJiyoona
 

Similar to 2.3 notes b (20)

2.4 notes b
2.4 notes b2.4 notes b
2.4 notes b
 
Chapter 3 - Problem Solving.pdf
Chapter 3 - Problem Solving.pdfChapter 3 - Problem Solving.pdf
Chapter 3 - Problem Solving.pdf
 
3.3 Notes A
3.3 Notes A3.3 Notes A
3.3 Notes A
 
3.3 Notes B
3.3 Notes B3.3 Notes B
3.3 Notes B
 
3.3 Notes B
3.3 Notes B3.3 Notes B
3.3 Notes B
 
1.1a
1.1a1.1a
1.1a
 
EMBODO LP Grade 11 Anti-derivative of Polynomial Functions .docx
EMBODO LP Grade 11 Anti-derivative of Polynomial Functions .docxEMBODO LP Grade 11 Anti-derivative of Polynomial Functions .docx
EMBODO LP Grade 11 Anti-derivative of Polynomial Functions .docx
 
Lecture 1: basic syntax
Lecture 1: basic syntaxLecture 1: basic syntax
Lecture 1: basic syntax
 
Sept.. 30 2014
Sept.. 30 2014Sept.. 30 2014
Sept.. 30 2014
 
Pre-Calculus Quarter 4 ExamName _________________________ S.docx
Pre-Calculus Quarter 4 ExamName _________________________ S.docxPre-Calculus Quarter 4 ExamName _________________________ S.docx
Pre-Calculus Quarter 4 ExamName _________________________ S.docx
 
September 11, 2014
September 11, 2014September 11, 2014
September 11, 2014
 
Probability module 1
Probability module 1Probability module 1
Probability module 1
 
Math module 3 lesson 14
Math module 3   lesson 14Math module 3   lesson 14
Math module 3 lesson 14
 
P1-Chp13-Integration.pptx
P1-Chp13-Integration.pptxP1-Chp13-Integration.pptx
P1-Chp13-Integration.pptx
 
MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...
MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...
MATH 6 PPT Q3 – Translation Of Real-Life Verbal Expressions And Equations Int...
 
8th grade packet c
8th grade packet c8th grade packet c
8th grade packet c
 
Module 3 lesson 15
Module 3 lesson 15Module 3 lesson 15
Module 3 lesson 15
 
Dif calc10week1
Dif calc10week1Dif calc10week1
Dif calc10week1
 
Math g3-m1-topic-a-lesson-1
Math g3-m1-topic-a-lesson-1Math g3-m1-topic-a-lesson-1
Math g3-m1-topic-a-lesson-1
 
1-1-Slide-Show-Writing-and-Interpreting-Numerical-Expressions.pptx
1-1-Slide-Show-Writing-and-Interpreting-Numerical-Expressions.pptx1-1-Slide-Show-Writing-and-Interpreting-Numerical-Expressions.pptx
1-1-Slide-Show-Writing-and-Interpreting-Numerical-Expressions.pptx
 

More from mbetzel

Unit 1 test 2.9 notes b
Unit 1 test   2.9 notes bUnit 1 test   2.9 notes b
Unit 1 test 2.9 notes bmbetzel
 
Unit 1 test 2.9 notes a
Unit 1 test   2.9 notes aUnit 1 test   2.9 notes a
Unit 1 test 2.9 notes ambetzel
 
1.6 1.7 notes b
1.6 1.7 notes b1.6 1.7 notes b
1.6 1.7 notes bmbetzel
 
2.8 notes a
2.8 notes a2.8 notes a
2.8 notes ambetzel
 
Chapter 1 rev notes (a)
Chapter 1 rev notes (a)Chapter 1 rev notes (a)
Chapter 1 rev notes (a)mbetzel
 
1.6 1.7 notes b
1.6 1.7 notes b1.6 1.7 notes b
1.6 1.7 notes bmbetzel
 
1.6 1.7 notes a
1.6 1.7 notes a1.6 1.7 notes a
1.6 1.7 notes ambetzel
 
1.6 1.7 notes a
1.6 1.7 notes a1.6 1.7 notes a
1.6 1.7 notes ambetzel
 
1.5 1.6 notes b
1.5 1.6 notes b1.5 1.6 notes b
1.5 1.6 notes bmbetzel
 
1.5 1.6 notes b
1.5 1.6 notes b1.5 1.6 notes b
1.5 1.6 notes bmbetzel
 
1.5 1.6 notes a
1.5 1.6 notes a1.5 1.6 notes a
1.5 1.6 notes ambetzel
 
2.6 2.7 notes a
2.6 2.7 notes a2.6 2.7 notes a
2.6 2.7 notes ambetzel
 
2.5 notes b
2.5 notes b2.5 notes b
2.5 notes bmbetzel
 
2.2 notes a
2.2 notes a2.2 notes a
2.2 notes ambetzel
 
8.7 8.8 a
8.7 8.8 a8.7 8.8 a
8.7 8.8 ambetzel
 
8.7 notes b
8.7 notes b8.7 notes b
8.7 notes bmbetzel
 
8.7 notes b
8.7 notes b8.7 notes b
8.7 notes bmbetzel
 
8.7 notes
8.7 notes8.7 notes
8.7 notesmbetzel
 
8.7 d2 a
8.7 d2 a8.7 d2 a
8.7 d2 ambetzel
 
8.7 notes b
8.7 notes b8.7 notes b
8.7 notes bmbetzel
 

More from mbetzel (20)

Unit 1 test 2.9 notes b
Unit 1 test   2.9 notes bUnit 1 test   2.9 notes b
Unit 1 test 2.9 notes b
 
Unit 1 test 2.9 notes a
Unit 1 test   2.9 notes aUnit 1 test   2.9 notes a
Unit 1 test 2.9 notes a
 
1.6 1.7 notes b
1.6 1.7 notes b1.6 1.7 notes b
1.6 1.7 notes b
 
2.8 notes a
2.8 notes a2.8 notes a
2.8 notes a
 
Chapter 1 rev notes (a)
Chapter 1 rev notes (a)Chapter 1 rev notes (a)
Chapter 1 rev notes (a)
 
1.6 1.7 notes b
1.6 1.7 notes b1.6 1.7 notes b
1.6 1.7 notes b
 
1.6 1.7 notes a
1.6 1.7 notes a1.6 1.7 notes a
1.6 1.7 notes a
 
1.6 1.7 notes a
1.6 1.7 notes a1.6 1.7 notes a
1.6 1.7 notes a
 
1.5 1.6 notes b
1.5 1.6 notes b1.5 1.6 notes b
1.5 1.6 notes b
 
1.5 1.6 notes b
1.5 1.6 notes b1.5 1.6 notes b
1.5 1.6 notes b
 
1.5 1.6 notes a
1.5 1.6 notes a1.5 1.6 notes a
1.5 1.6 notes a
 
2.6 2.7 notes a
2.6 2.7 notes a2.6 2.7 notes a
2.6 2.7 notes a
 
2.5 notes b
2.5 notes b2.5 notes b
2.5 notes b
 
2.2 notes a
2.2 notes a2.2 notes a
2.2 notes a
 
8.7 8.8 a
8.7 8.8 a8.7 8.8 a
8.7 8.8 a
 
8.7 notes b
8.7 notes b8.7 notes b
8.7 notes b
 
8.7 notes b
8.7 notes b8.7 notes b
8.7 notes b
 
8.7 notes
8.7 notes8.7 notes
8.7 notes
 
8.7 d2 a
8.7 d2 a8.7 d2 a
8.7 d2 a
 
8.7 notes b
8.7 notes b8.7 notes b
8.7 notes b
 

2.3 notes b

  • 1. Opener: Please also put your Nspire (with Nspire faceplate on) on my  desk.  If you need to put your name on it, there are Sharpie  markers on my desk. Please put up your  defined variable and  1. Match each expression to a set of steps. expression to one of  I. ‐3(x ‐ 4) II. ‐3x ‐ 4 III. 4(x ‐ 3) the Modeling  A. Choose any number. Subtract 3. Multiply by 4. Worksheet questions  B. Choose any number. Subtract 4. Multiply by ‐3. you feel good about  C. Choose any number. Multiply by ‐3. Subtract 4. AFTER you finish the  opener. 2. Write an expression for the area of a rectangle with      length 10 and width w. 3. Simplify: ‐2 + 4[3 ‐2(5+5)] ‐ 10 1
  • 2. 2
  • 3. 3
  • 4. Section 2.3: Evaluating Expressions Last class period, we learned how to write expressions to  model situations. To evaluate an expression, we replace the variable with a  value. Example 1: If you drop an object, its speed after t seconds is  given by the expression 32t. How fast is the object travelling  at the times listed in the table below? Time, t, in secs Speed, 32t, in ft/sec 1 2 3 10  x+2  Example 2: Write an expression for the following number  trick. Choose a number. Add 6. Multiply by 3. Subtract 10. Once you have the expression written, what will Spiro's  ending number be if he chooses ‐2 as his starting number? 4
  • 5. More Evaluating Sometimes you will be asked to evaluate an expression Expressions: that doesn't come from a real situation. Example 3: Evaluate the expression 2 ‐ 3(x + 5) for the  following values. (Show work for all problems.) A. x = 1 B. x = ‐3 C. x = 9 d. x = ‐7 5
  • 6. Nspire Activity: You need your calculator with the Nspire faceplate  attached to complete the activity today. This activity will  be worth 10 daily work points. You will turn it in before  you leave today. You are working with your partner, but use the other  two people in your group if you and your partner get  stuck and I am helping someone else. When you finish, raise your hand for your next task. 6
  • 7. 7
  • 8. 8