Warm Up 1) In one year...how many seconds are there?

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Presentation transcript:

Warm Up 1) In one year...how many seconds are there? 1) 31,536,000 2) $1.25 per package 1

Solve 1 & 2 Step Equations (Section 3.1-3.2) Essential Question: How do you solve an equation in one or two steps? Students will write a summary of the steps to solve these equations.

Key Terms: Inverse Operations- operations that “________” each other; ______________ operations.

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).

Solve the following equations. Show your work Solve the following equations. Show your work. (Hint: use the box & the wall).