Download presentation

1
**5th Grade Math EDI Lesson Overview**

Learning Objective: We will write numerical expressions. Focus Standard: 5.OA.2 Write simple expressions that record calculations with numbers, and interpret numerical expressions without evaluating them. For example, express the calculation “add 8 and 7, then multiply by 2” as 2 × (8 + 7). Recognize that 3 × ( ) is three times as large as , without having to calculate the indicated sum or product. Support Standard: SMP 1, SMP 2, SMP 6 Prerequisite(s): Manipulative(s): Special Instructions: Generally, when operations are grouped, there is a cue to find a result before performing another operation. In some cases, there is a clear sequence in the written expression, clearly declaring one operation be performed first (and therefore grouped). In other cases, words such as sum, difference, product, and quotient cue for a result to be found, resulting in grouped operations. Vocabulary Academic: declare, identify Content: numerical expression Support: READY TO TEACHSM EDI ® Lessons ©2013 All rights reserved. EDI Lesson Overview

2
**We will write numerical expressions.**

Learning Objective We will write numerical expressions. What are we going to do? CFU Activate Prior Knowledge Match the words to the expression. 1. The sum of six and eight. 6 + 8 2. The product of eight and five. 9 3 3. The quotient of nine and three. 8× 5 4. The difference of nine and three. 9 - 3 Students, you already know how to write simple expressions. Now, we will write more complex numerical expressions. Make Connection

3
**“Six plus eight times five.”**

Concept Development A numerical expression is made up of numbers connected by operations (+, –, , ). Grouping symbols are used to group operations and numbers. The words sum, difference, product, and quotient declare1 a group of operations. ( ) parentheses [ ] brackets { } braces Grouping Symbols Writing Numerical Expressions “Six plus eight times five.” On your whiteboards, write an example of a numerical expression. How do you know it is a numerical expression? Which numerical expression below would be read as: “the difference of nine and five, multiplied by three.” A 9 – 5 × 3 B (9 – 5) × 3 In your own words, what is a numerical expression? A numerical expression is ____. CFU “Add six and eight, then multiply by five.” “The sum of six and eight, multiplied by five.” 1 say Vocabulary

4
**Skill Development/Guided Practice**

A numerical expression is made up of numbers connected by operations (+, –, , ). Grouping symbols are used to group operations and numbers. The words sum, difference, product, and quotient declare a group of operations. Read the description of the expression. Identify2 numbers (underline) and operations (circle). Write the numerical expression. Write numerical expressions. 1 2 a How did I/you identify numbers and operations? How did I/you write the numerical expression? CFU 2 1a ( ) parentheses [ ] brackets { } braces Grouping Symbols 1. Twenty-one divided by seven plus four. 2. Five times eight minus nine. 3. Eighteen minus five times three. 4. Three plus sixteen divided by two. 5. Add nine and one, then multiply by seven. 6. Subtract eleven and two, then divide by three. 21 7 + 4 5 × 8 - 9 18 – 5 × 3 2 (9 + 1) × 7 (11 – 2) 3 Application Interpret the numerical expressions. T: (105 – 9) × 4 ________________________________________________________ S: ( ) × 3 ________________________________________________________ is four times the difference of 105 and 9. is three times the sum of 54 and 36. 2 find Vocabulary

5
**( ) [ ] { } (21 – 3) 9 (12 + 6) × 17 × (8 – 4) 3 × (6 + 9)**

Skill Development/Guided Practice (continued) A numerical expression is made up of numbers connected by operations (+, –, , ). Grouping symbols are used to group operations and numbers. The words sum, difference, product, and quotient declare a group of operations. Read the description of the expression. Identify numbers (underline) and operations (circle). Write the numerical expression. Write numerical expressions. 1 2 a How did I/you identify numbers and operations? How did I/you write the numerical expression? CFU 2 1a ( ) parentheses [ ] brackets { } braces Grouping Symbols 7. The difference of twenty-one and three, divided by nine. 8. The sum of twelve and six, times seventeen. 9. Half of the difference between eight and four. 10. Triple the sum of six and nine. (21 – 3) 9 (12 + 6) × 17 × (8 – 4) 1 2 3 × (6 + 9) Application Interpret the numerical expressions. T: (95 – 74) 3 ________________________________________________________ S: ( ) 2 ________________________________________________________ is one-third of the difference between 95 and 74. is half of the sum of 45 and 29.

6
**Great! I’ll order 37 chairs.**

Relevance A numerical expression is made up of numbers connected by operations (+, –, , ). Grouping symbols are used to group operations and numbers. The words sum, difference, product, and quotient declare a group of operations. 1 Writing numerical expressions will help you understand mathematical expressions in the real world. We need ten chairs at each of the three tables and seven chairs at the head table. (10 × 3) + 7 Great! I’ll order 37 chairs. 2 Writing numerical expressions will help you do well on tests. Sample Test Question: 32. Which expression shows fifteen minus eight times three? A 3 B (15 - 8) 3 C 3 D (8 - 15) 3 Does anyone else have another reason why it is relevant to write numerical expressions? (Pair-Share) Why is it relevant to write numerical expressions? You may give one of my reasons or one of your own. Which reason is more relevant to you? Why? CFU

7
**The sum of seven and eight, divided by three.**

A numerical expression is made up of numbers connected by operations (+, –, , ). Grouping symbols are used to group operations and numbers. The words sum, difference, product, and quotient declare a group of operations. Word Bank Skill Closure ( ) parentheses [ ] brackets { } braces Grouping Symbols Read the description of the expression. Identify numbers (underline) and operations (circle). Write the numerical expression. Write numerical expressions. 1 2 a 1. Three plus eleven times two. 2. The difference of seven and six, times twelve. Word Bank numerical expressions operations grouping symbols × 2 (7 – 6) × 12 Access Common Core Describe and correct the error in writing the numerical expression. The sum of seven and eight, divided by three. Summary Closure What did you learn today about writing numerical expressions? (Pair-Share) Use words from the word bank.

8
**( ) [ ] { } 27 3 7 16 - 8 + 4 6 × 8 + 4 (20 + 4) 6 (19 + 6) 5**

Independent Practice A numerical expression is made up of numbers connected by operations (+, –, , ). Grouping symbols are used to group operations and numbers. The words sum, difference, product, and quotient declare a group of operations. ( ) parentheses [ ] brackets { } braces Grouping Symbols Read the description of the expression. Identify numbers (underline) and operations (circle). Write the numerical expression. Write numerical expressions. 1 2 a 1. Twenty-seven divided by three times seven. 2. Sixteen minus eight plus four. 3. Six times eight plus four. 4. Add twenty and four, then divide by six. 5. The sum of nineteen and six, divided by five. 6. Twice the difference of thirteen and three. 27 3 7 16 - 8 + 4 6 × 8 + 4 (20 + 4) 6 (19 + 6) 5 2 × (13 – 3) Application Interpret the numerical expressions. S: (15 + 9) × 3 ________________________________________________________ S: ( ) 2 _______________________________________________________ is three times the sum of 15 and 9. is half the sum of 45 and 29.

9
Periodic Review 1 1. Twelve divided by six plus nine. 2. Twenty-four divided by eight minus one. 3. Forty-six plus four times three. 4. Forty-eight plus nine divided by three. 5. Add twenty-five and three, then divide by seven. 6. Add twenty-two and two, then divide by six. 12 6 + 9 24 8 – 1 × 3 3 (25 + 3) 7 (22 + 2) 6 Access Common Core Interpret each numerical expression. 1. 2 × ( ) 2. (19 + 6) × 4 3. (36 - 9) 3

10
Periodic Review 2 1. Subtract forty-nine and thirty-three, then divide by four. 2. Thirty-two divided by four plus twenty-six. 3. The sum of thirty-seven and three, divided by five. 4. Twelve plus forty-four divided by eleven. (49 – 33) 4 32 (37 + 3) 5 11 Access Common Core Match each expression to its written description. Forty minus twenty-five divided by three. Twenty-two plus three times four. Two times sixteen minus thirteen. Add twenty-two and three, then multiply by four. Twice the difference of sixteen minus thirteen. The difference between forty and twenty-five, divided by three. 2 × ( ) (22 + 3) × 4 3 × 4 ( ) 3 2 ×

11
**5 + 34 2 10 × (6 + 3) 1. Five plus thirty-four divided by two.**

Periodic Review 3 1. Five plus thirty-four divided by two. 2. Ten times the sum of six and three. 2 10 × (6 + 3) Access Common Core 1. Choose Yes or No to indicate whether each expression correctly matches the written description. A 10 × B 2 × ( ) C ( ) 5 Ten times three minus twenty-two. Two times forty-four minus sixteen. Subtract twenty-three and thirteen, then divide by five. O Yes O No 2. Choose Yes or No to indicate whether each expression correctly matches the written description. A 3 × (4 + 6) B (14 - 7) 7 C × 2 Triple the sum of four and six. Fourteen minus seven divided by seven. Subtract four from seven, then multiply by two. O Yes O No 3. Choose Yes or No to indicate whether each expression correctly matches the written description. A 10 2 + 3 B 6 × (5 + 1) C ( ) 6 Ten divided by two plus three. Six times the sum of five and one. The difference of forty-eight and twenty-four, divided by six. O Yes O No

12
**EDI – Cognitive, Teaching, and English Learner Strategies**

Learning Objective: We will write numerical expressions. Cognitive Strategies Teaching Strategies Elaboration Demonstration Language Strategies Targeted Vocabulary Academic declare, identify Content numerical expression Support Vocabulary Strategy Multiple-Meaning Synonym declares, identify Definition numerical expression Homophone Internal Context Clue Listen, Speak Similar Sounds Read Tracked Reading Write Writing Content Access Strategies Comprehensible Input Cognates Contextual Clues Graphic Organizer Contextualized Definitions Pictures

Similar presentations

© 2024 SlidePlayer.com Inc.

All rights reserved.

To make this website work, we log user data and share it with processors. To use this website, you must agree to our Privacy Policy, including cookie policy.

Ads by Google