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Vocabulary
mathematical ideasargumentsprecise mathematical languagewritten communicationoral communication
Skills
  • display (mathematical ideas and arguments) #dok1
  • explain (mathematical ideas and arguments) #dok2
  • justify (mathematical ideas and arguments) #dok3
  • use (precise mathematical language in communication) #dok2
Learning Targets
  • I can display mathematical ideas and arguments clearly. #dok1
  • I can explain mathematical ideas and arguments to others. #dok2
  • I can use precise mathematical language in my math communication. #dok2
  • I can justify my mathematical ideas and arguments using evidence and reasoning. #dok3
Big Ideas
  • Mathematical ideas and arguments are stronger when communicated clearly and accurately.
  • Using precise language helps others understand and evaluate mathematical reasoning.
Essential Questions
  • How does using precise mathematical language change the way we communicate our thinking?
  • What does it mean to justify a mathematical argument?
  • In what ways can we share mathematical ideas effectively?
  • Why is it important to be clear and accurate in our written and oral math communication?
  • How can we know if our explanation makes sense to others?