1. Warm-up: Simplify the following expressions using the Expression Mat. Record each step using the strategy we practiced yesterday (see below).
a) 4x -(x2 + y -4) + x2 -3 b) 2y + 4x - 3y - (4 + 2x) - x2 + y2 + 3
4. Lesson 2.1.5 and 2.1.6 Which is Greater? (starts on page 65)
Homework: Work on your Unit 3 project (details in GC)
a) 4x -(x2 + y -4) + x2 -3 b) 2y + 4x - 3y - (4 + 2x) - x2 + y2 + 3
- Strategy:
- Build original expression. Record original expression
- Move all tiles to "+" region. Record new expression
- Remove zero pairs. Record simplified expression
- Weekly Privilege Prize
- Unit 3 Project due Tuesday
3. Homework problem from last night: 3d2 - 1, for d = -5
4. Lesson 2.1.5 and 2.1.6 Which is Greater? (starts on page 65)
- Objective: I will determine which expression is greater using "legal moves" to simplify expressions.
- Problem 47 as a mini-lesson: Which is greater?
- Problem 48 in teams. Stoplight! Do not move ahead
- Discussion: What are "legal moves?"
- Problems 56 and 57 in teams
5. Closure: Problem 57, part b) Can you tell which expression is greater? Why or why not?
Homework: Work on your Unit 3 project (details in GC)