3. ď˝ 1. Persevere in problem solving
ď˝ 2. Reason abstractly and quantitatively
ď˝ 3. Construct viable arguments and critique
the reasoning of others
ď˝ 4. Model with mathematics
ď˝ 5. Use appropriate tools strategically
ď˝ 6. Attend to precision
ď˝ 7. Look for and make use of structure
ď˝ 8. Look for and express regularity with
repeated reasoning
4.
5. ď˝ Know what they know
ď˝ Know what they like
ď˝ Know their personalities
ď˝ Know their learning styles
ď˝ They should know how much you care
6. Do not prompt
Require a second sentence
Address studentsâ needs
Lead them toward rich
conversation
10. ď˝ Lead students to discover new math concepts
ď˝ Let them be the experts
ď˝ Always remember the âwhyâ is more
important than the âhowâ
11.
12. ď˝ Task design is crucial
ď˝ Questioning is a key
ď˝ Prior knowledge discrepancies should be
addressed
ď˝ Must decide on how to assess different types
of answers
13.
14. Address proper mathematical standard
Include sub-skills that are known by the
students
Interesting
Challenging
Provoke rich conversation
15.
16.
17. 1st Gear- Set Up and Prior
Knowledge
2nd Gear- Struggle Time
3rd Gear- Critique Time
4th Gear- Share
18. ď˝ Not assessing prior knowledge
ď˝ Making tasks too tedious
ď˝ Letting students âhit a wallâ