Students can write and solve linear equations in one variable. They understand there can be no solutions, one or infinitely many solutions, and interpret the meaning of the solution within a given context. Students can also solve systems of equations and interpret the solution to the system.
PACING = 5 weeks
∎ Students will persevere in solving linear equations in one variable algebraically. (8.EE.7) (MP.1)
I can check the solution to an equation. (8.EE.7)
I can simplify a linear equation by using the distributive property, combining like terms, and inverse operations. (8.EE.7)
I can solve multi-step linear equations with rational coefficients. (8.EE.7)
∎ Students will find precise solutions to systems of two linear equations algebraically and graphically. (8.EE.8) (MP.6)
I can understand that the solution to a system of equations is the point on a graph where their lines intersect. (8.EE.8)
I can determine if (x,y) is the solution to a system of equations. (8.EE.8)
I can classify a system of equations. (8.EE.8)
I can estimate a solution to a system of equations by graphing. (8.EE.8)
I can solve a system of equations algebraically. (8.EE.8)
I can understand when I solve a system of equations that it may have one solution, no solution, or infinitely many solutions. (8.EE.8)
I can explain the difference between one solution, no solution, and infinitely many solutions to a system of equations. (8.EE.8)
I can justify a choice to use a particular method of solving a system of equations based on characteristics of the system. (8.EE.8)
I can translate a word problem into a system of equations, and then solve that system algebraically. (8.EE.8)
∎ Major Content ⊡ Supporting Content 🌕 Additional Content
New Vocab: system of linear equations
Review Vocab: coefficient, distributive property, linear, like terms, perimeter, term, variable, expression, linear equation, slope, parallel lines, y-intercept, inverse/opposite, operation, solution, no solution, infinitely many solutions
Academic Vocab: times as many, in terms of, infinitely many, common, context, intersection, algebraically, eliminate, substitution, determine
*The computational strategies that you practice during number talks does NOT have to align with the core math content. Number talks are meant to practice fluency strategies, not teach new content.
Ready Teacher Toolbox Lesson 10: Solve Linear Equations in One Variable -Sessions 1-4
Lesson 11: Determine the Number of Solutions to One-Variable Equations -Sessions 1-4
Assessment Tasks UPDATED 8th gr assessments 8.EE.7 IAR sample questions 8.EE.7 Proficiency Rubrics 8.EE.7
Prior knowledge/Just in Time support & Enrichment RTTB Lesson 10: Nesting Equations & Lesson 11: Deep Equations
Nearpod Math lessons Open Middle tasks
Interactive manipulatives
I can understand that the solution to a system of equations is the point on a graph where their lines intersect. (8.EE.8)
I can determine if (x,y) is the solution to a system of equations. (8.EE.8)
I can classify a system of equations. (8.EE.8)
I can estimate a solution to a system of equations by graphing. (8.EE.8)
I can solve a system of equations algebraically. (8.EE.8)
I can understand when I solve a system of equations that it may have one solution, no solution, or infinitely many solutions. (8.EE.8)
I can explain the difference between one solution, no solution, and infinitely many solutions to a system of equations. (8.EE.8)
I can justify a choice to use a particular method of solving a system of equations based on characteristics of the system. (8.EE.8)
I can translate a word problem into a system of equations, and then solve that system algebraically. (8.EE.8)
Ready Teacher Toolbox Lesson 12: Understand Systems of Linear Equations in Two Variables -Sessions 1-3
Lesson 13: Solve Systems of Linear Equations Algebraically-Sessions 1-5
Lesson 14: Represent and Solve Problems with Systems of Linear Equations -Sessions 1-4
Assessment Tasks UPDATED 8th gr assessments 8.EE.8 IAR sample questions 8.EE.8 Proficiency Rubrics 8.EE.8
Prior knowledge/Just in Time support & Enrichment RTTB Lesson 12: System Solutions & Lesson 13: Salt Solutions & Lesson 14: Space Challenge
Nearpod Math lessons Open Middle tasks
Interactive manipulatives
“Closure in a lesson does not mean to pack up and move on. Rather, it is a cognitive activity that helps students focus on what was learned and whether it made sense and had meaning.” How the Brain Learns Mathematics (2007) P. 104
There are many ways to wrap up and reflect the day's activities but this step is often overlooked or rushed. Purposely plan and allow time for students to have closure each day (even if it means setting a timer or daily alarm so you don't run out of time).
Ideas for closure activities