6.MATH.4.D
Give examples of rates as the comparison by division of two quantities having different attributes, including rates as quotients.
Grade 6 · Texas Essential Knowledge and Skills (TEKS) · TEKS 2012
Standard Unwrapping
AI-generated as a starting point — sign in to edit.Vocabulary
ratescomparisondivisionquantitiesattributesquotientsexamples
Skills
- give examples (rates as comparison by division) #dok2
- compare (two quantities with different attributes) #dok2
- identify (when rates are quotients) #dok1
- describe (rates in terms of division and differing attributes) #dok2
Learning Targets
- I can identify rates as the result of division between two quantities with different attributes. #dok1
- I can give examples of rates as quotients of two quantities describing different attributes. #dok2
- I can compare two quantities with different attributes using division to find rates. #dok2
- I can describe how rates show relationships between quantities with different attributes by using quotients. #dok2
Big Ideas
- Rates compare two quantities with different attributes using division and help make sense of relationships in real-world situations.
- Understanding rates as quotients allows students to interpret problems involving speed, price, density, and other rate concepts.
Essential Questions
- What is a rate, and how does it differ from a ratio?
- How can we use division to find rates in real-world problems?
- Why must the two quantities in a rate have different attributes?
- What are some examples of rates you encounter in everyday life?
- How do we recognize and interpret rates as quotients in mathematical and real-world contexts?