Curriculum
6th Grade Math - Expressions And Equations - EE.A.1 to EE.A.4 - Claims and Explain Thinking Practice
6th Grade Math - Expressions And Equations - EE.A.1 to EE.A.4 - Claims and Explain Thinking Practice
6th Grade Math - Expressions And Equations - EE.A.1 to EE.A.4 - Claims and Explain Thinking Practice
6th Grade Math - Expressions And Equations - EE.A.1 to EE.A.4 - Claims and Explain Thinking Practice

7 Questions

CCSS.Math.Content.6.EE.A.1
CCSS.Math.Content.6.EE.A.2a
CCSS.Math.Content.6.EE.A.2b
CCSS.Math.Content.6.EE.A.2c
CCSS.Math.Content.6.EE.A.3
STIM.B.Visual Analysis
STIM.D.Claims
STIM.E.Explain Steps/Thinking
STIM.H.Convert Words to Expressions, Equations, or Inequalities
STIM.K.Know and Apply a Formula
STIM.L.Convert Visuals to Expressions, Equations, or Inequalities
STIM.M.Conditional
1

6th Grade Math - Expressions And Equations - EE.A.1 to EE.A.4 - Claims AND Explain Thinking Introduction

2

Audrey was asked to create an expression that uses three terms, involving exponents, that produces a sum of exactly 100. Her expression is shown below.

3

Henrietta claims that the correct expression to solve the problem below is 4(4) - 15 = c. Do you support her claim? Why or why not? Type in your answer.

4

Support or dispute the student's claim in the information below and explain.

5

Stefan claims that he was running at a rate of exactly five miles per hour. Look at the data below. Do you support his claim? Why or why not? Type in your answer.

6

The square below has a side length of 2x + 1.

7

Casey argues that (x - y) will always equal (y - x) due to the Commutative Property of Subtraction. Do you agree with Casey? Why or why not?

10 USD

/ per year

Not included in Premium or School Licenses.

We help districts in California boost CAASPP Math Scores by Δ +20% by helping teachers determine if students are struggling with the content, the technology involved with the type of question, or the type of strategic thinking required. Based on the 8 Standards for Mathematical Practice, our platform and professional development empowers teachers to recognize all 16 types of strategic thinking across any math question, curriculum, or assessment.

Learn more