7th Unit 6 Overview

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Interpret (in writing) the solution to an equation in the context of the situation it represents.

• 7th Unit 6 - Lesson 2.2 All of 4. Lesson 4 Practice Problems. Unit 6  Lesson 4 CD

Categorize equations of the forms px+q=r and p(x+q)=r, and describe (orally) the categories.

• 7th Unit 6 - Lesson 5.2 and 5.3 and All of 6. Lesson 6 Practice Problems. Unit 6  Lesson 6 CD

Compare and contrast (orally) different strategies for solving an equation of the form p(x+q)=r.

• 7th Unit 6 - All of Lesson  7 and 8.2 and 8.3. Lesson 8 Practice Problems. Unit 6  Lesson 8 CD

Evaluate (orally) the usefulness of different approaches for solving a given equation of the form p(x+q)=r.

• 7th Unit 6 - Lesson 9.2, 9.3 and All of 10. Lesson 10 Practice Problems. Unit 6  Lesson 10 CD

Interpret inequalities that represent situations with a constraint.

• 7th Unit 6 - Lesson 13.3 and All of 14. Lesson 14 Practice Problems. Unit 6  Lesson 14 CD

Write and solve an inequality of the form px+q>r or px+q<r to answer a question about a situation with a constraint.

• 7th Unit 6 - Lesson 15.2 15.3 16,2 17.2. Lesson 17 Practice Problems. Unit 6  Lesson 17 CD

Apply the distributive property to expand or factor an expression that includes negative coefficients, and explain (orally and using other representations) the reasoning.

• 7th Unit 6 - Lesson 18.2, 18.3, 19.2 & 20.2. Lesson 19 Practice Problems. Unit 6  Lesson 19 CD

Generate an expression that is equivalent to a given expression with fewer terms.

• 7th Unit 6 - 20.3, 21.2, 21.3 &  22.2. Lesson 21 Practice Problems. Unit 6  Lesson 21 CD

Identify equivalent expressions, and justify (orally and in writing) that they are equivalent.

• 7th Unit 6 - Lesson  22.3, 23.2 & 23.3. Lesson 23 Practice Problems. Unit 6  Lesson 23 CD