Multiply or divide to solve word problems involving multiplicative comparison. For full language of the standard refer to Teacher Guide 4.OA.2.

Slides:



Advertisements
Similar presentations
Chapter 6: Percents Section 3 Finding a Percent of a Number.
Advertisements

Ratio Lesson 4-1 and Proportion.
Chapter Scatter plots. SAT Problem of the day  Nicoletta deposits $150 in her savings account. If this deposit represents a 12 percent increase.
Algebraic Reasoning. Algebraic Readiness Standards Topic 4 Operations on Rational Numbers N.S. 1.2 Add, subtract, multiply, and divide rational numbers.
Bicycle Budget Problem
Today we will understand that fractions have equivalents Equivalent=the same or equal.
3.4 Solving multi-step inequalities. Is the following correct or incorrect? Explain your reasoning. x -4 >
I’m thinking of a number between 1 and 10…. Can you guess my number? play again.
GRADE 4 MATHEMATICS Smarter Balanced Assessment Questions.
Parents Numeracy Workshop Strategies for Addition & Subtraction.
A Picture is Worth a 1000 Problems
Mathematical Practice Standards
Scatter Plots and Trend Lines
Interpreting Structure in Expressions Identifying Terms, Factors, and Coefficients Lesson
PS/IS 276 Grade 3 Parent Math Workshop
Smarter Balanced Assessment Questions
Foundational Math Skills
1-5 Scatter Plots and Trend Lines
Lesson – Teacher Notes Standard:
WS Countdown: 13 due Friday.
How can we represent this problem with a diagram?
Implementation Review the mathematical concept.
Chapter 1 Introduction to Chemistry 1.4 Problem Solving in Chemistry
Scatter Plots and Trend Lines
Scatter Plots and Trend Lines
Lesson – Teacher Notes Standard: 7.RP.A.2a
Introduction to Variables and Algebraic Expressions
Scatter Plots and Trend Lines
Objectives Create and interpret ______________ plots.
Splash Screen.
Bikes and Trikes Math Assessment Task 4th Grade
Perhaps you have heard an adult say something like, “When I was growing up, it only cost a dime to go to the movies!”  The rate at which prices increase.
Engage NY Math Module 3 Lesson 3: Write and interpret numerical expressions and compare expressions using a visual model.
Connecticut Core Standards for Mathematics
Applying the Traditional Algorithm
Video 6: Practice Papers for
Equations and Expressions
Graph Stories 2 Teacher Notes
Objectives Create and interpret scatter plots.
Year 5 Block 4- Multiplication and Division
Understanding Fractions
Lesson Day 2 – Teacher Notes
Adding Integers with Different Signs
Lesson Objective: I will be able to …
Module 2 Lesson 4 Objective: Convert numerical expressions into unit form as a mental strategy for multi-digit multiplication.
Lesson – Teacher Notes Standard: 7.RP.A.2a
Bell work  .
Vocabulary scatter plot correlation positive correlation
Writing Equations from Tables
Lesson – Teacher Notes Standard:
4.M.NBT.05 IEEI Task.
Solving Multiplication Equations
Lesson Day 2 – Teacher Notes
4.NBT.6 Division with Remainders
Estimate each product. Use a bar diagram if needed
From additive to multiplicative reasoning
Scatter Plots and Trend Lines
Problems of the Day 1.) 2) y = 18 3) All real Numbers 4) a = – 1
Agenda Warmup Lesson 1.9 (random #s, Boolean variables, etc)
“Day F” February 27, : :51 Exploratory 8: :53 9: :55
Writing and Evaluating Addition and Subtraction Equations
Lesson 1 – 4 Solving Equations.
Learning Target Students will be able to: Create and interpret scatter plots and use trend lines to make predictions.
Objectives Create and interpret scatter plots.
It's time for some trashketball!!!.
Question 37.
Lesson – Teacher Notes Standard:
Chapter 3.2 and 3.3 – Solving One-Step Equations
Agenda Warmup Lesson 1.9 (random #s, Boolean variables, etc)
Chapter 6 Study Guide Task
Presentation transcript:

Multiply or divide to solve word problems involving multiplicative comparison. For full language of the standard refer to Teacher Guide 4.OA.2

Lillian’s Softball team played 31 games Lillian’s Softball team played 31 games. The won exactly 4 times as many games as they lost. The team tied 6 games. How many games did Lillian’s team win? How many games did Lillian’s team lose? Ask students to explain their reasoning. If they drew a diagram, have them share with class.

Explain why you think the model you chose best represents the relationship between Abby and Chris’s earnings. Then, identify the amount of money that Chris earned at his lemonade stand. Teacher notes: • Students may do calculations on the paper, either to solve or to check their work. You may also choose to give students extra paper on which they can do their work. • This task uses a diagram sometimes referred to as a bar diagram or a tape diagram. The students do not need to know the name of the type of diagram. This type of diagram is an easy way to representing multiplicative (and other types of numeric) relationships, and it may be helpful to your students to show them how this type of diagram can be used to help work through various mathematical situations. • For this task, students should select “model 1” as matching the problem situation and explain how that model relates to the problem situation. Their answer should show their understanding that Abby’s amount is 4 times the size of Chris’s amount not just $4 more than Chris’s. • For the last part, students should identify that Chris earned $50. Common incorrect answers could be “$196”, “$204”, or “$800”. If students write $196 or $204, that will show that they are having trouble distinguishing between additive and multiplicative comparison and need more practice with those types of situations. If they write $800, while also incorrect, this will show some level of understanding that the situation in the task is multiplicative, since $200 x 4 = $800. Even though $800 is incorrect as well as unreasonable answer in terms of size, it does show more understanding of the target concept than $196 or $204 would show. - Taken from Howard County School Systems – Elementary Mathematics Office

Riley has 231 rubber band bracelets Riley has 231 rubber band bracelets. Savannah has three times as many rubber band bracelets. Which equations represent how many rubber band bracelets Savannah has? 231 ÷ = 3 ÷ 3 = 231 3 x = 231 ÷ 231 = 3 231 x 3 = 231 ÷ 3 =

Heath’s age can be represented by this expression 15 x 5 London is 15 years old. Heath is h years old. London is 5 times as old as Heath. True or False: Heath’s age (in years) can be found by solving this equation 15 = 5 x h Heath’s age can be represented by this expression 15 x 5 Heath is 20 years old Have students explain reasoning. Do their answers make sense? Adapted from: http://rda.aps.edu/RDA/Performance_Task_Bank/Documents/4th_Grade/MAT.04.SR.1.000OA.A.027%20final%20V1.pdf

Jaxon has been playing a video game for 32 minutes Jaxon has been playing a video game for 32 minutes. Logan has been playing 3 times as long as Jaxon. How long has Logan been playing?