Section 12.3: Activity 12B
Strategy #1: A simple subdividing strategy
Strategy #1 Explanation
a) Explain your reasoning for Strategy 1. Which principle(s) did you use? b) Write and evaluate an algebraic expression that fits with this strategy. Notice the button on your response box. This button allows you to write mathematical expressions.
Way #2: A takeaway strategy
Strategy #2 Explanation
a) Explain your reasoning for Strategy 2. Which principle(s) did you use? b) Write and evaluate an algebraic expression that fits with this strategy. Notice the button on your response box. This button allows you to write mathematical expressions.
Strategy #3: A move and reattach strategy
Strategy #3 Explanation
a) Explain your reasoning for Strategy 3. Which principle(s) did you use? b) Write and evaluate an algebraic expression that fits with this strategy. Notice the button on your response box. This button allows you to write mathematical expressions.
Strategy #4: A combine two copies and take half strategy
Strategy #4 Explanation
a) Explain your reasoning for Strategy 4. Which principle(s) did you use? b) Write and evaluate an algebraic expression that fits with this strategy. Notice the button on your response box. This button allows you to write mathematical expressions.
Way #1
Way #1 Explanation
Explain your reasoning. What principle(s) did you use? Draw on your diagram and label what is appropriate.
Way #2
Way #2 Explanation
Explain your reasoning. What principle(s) did you use? Draw on your diagram and label what is appropriate.