6.SCI.5.C
Analyze how differences in scale, proportion, or quantity affect a system's structure or performance.
Grade 6 · Texas Essential Knowledge and Skills (TEKS) · TEKS 2022
Standard Unwrapping
AI-generated as a starting point — sign in to edit.Vocabulary
differencesscaleproportionquantitysystemstructureperformance
Skills
- analyze (how differences in scale affect a system's structure or performance) #dok3
- analyze (how differences in proportion affect a system's structure or performance) #dok3
- analyze (how differences in quantity affect a system's structure or performance) #dok3
Learning Targets
- I can identify how scale, proportion, and quantity relate to scientific systems. #dok1
- I can define the terms scale, proportion, and quantity in the context of analyzing systems. #dok1
- I can describe how changing the size or number of parts in a system can change how the system works. #dok2
- I can explain, with examples, how altering the amount or size of one component in a system affects the overall performance of that system. #dok2
- I can analyze scientific systems to determine how differences in scale, proportion, or quantity impact system structure or performance. #dok3
- I can justify how manipulating scale, proportion, or quantity can solve problems or explain phenomena in scientific systems. #dok3
Big Ideas
- The size, proportion, and amount of components in a system affect how the system is structured and how it performs.
- Understanding changes in scale, proportion, and quantity helps explain and predict the behavior of scientific systems.
Essential Questions
- How do changes in the size, proportion, or quantity of parts affect a system's performance?
- Why is it important to consider scale, proportion, and quantity when analyzing or designing scientific systems?
- Can changing just one component's scale, proportion, or quantity lead to significant changes in a system? Why or why not?
- In what real-world situations do changes in scale, proportion, or quantity affect the outcomes of a system?
- How does understanding differences in scale, proportion, or quantity help scientists and engineers solve problems?