Create a plan of a course. The academic subject for which the text must be created - Mathematics. It should be for students studying at any ...
Plan of a courseCreate a plan of a course
Which subjectMathematics
What age groupDoesn't matter
What topic3 week unit plan on proportional relationship include do now, mini lesson, practice and exit ticket
Number of lessons30
Split into modules
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This 3-week unit plan, "Proportional Relationships," is designed for students studying mathematics at any academic stage. The goal of this course is to provide students with a deep understanding of proportional relationships, including how to model them, solve problems using proportional reasoning, and describe examples of proportional relationships. Through engaging activities and practice, students will be able to apply proportional thinking to real-world situations. This course includes a mixture of whole-class, small-group, and independent work to ensure that all learners are supported and challenged.

Week 1: Introduction to Proportional Relationships

Day 1: Do Now

Day 2: Mini Lesson

Day 3: Practice

Day 4: Exit Ticket

Week 2: Applications of Proportional Relationships

Day 5: Do Now

Day 6: Mini Lesson

Day 7: Practice

Day 8: Exit Ticket

Week 3: Solving Problems with Proportional Relationships

Day 9: Do Now

Day 10: Mini Lesson

Day 11: Practice

Day 12: Exit Ticket

Week 4: Applying Proportional Relationships to Real-World Scenarios

Day 13: Do Now

Day 14: Mini Lesson

Day 15: Practice

Day 16: Exit Ticket

Week 5: Algebraic Representations of Proportional Relationships

Day 17: Do Now

Day 18: Mini Lesson

Day 19: Practice

Day 20: Exit Ticket

Week 6: Putting it All Together

Day 21: Do Now

Day 22: Mini Lesson

Day 23: Practice

Day 24: Exit Ticket

Week 7: Review and Assessment

Day 25: Do Now

Day 26: Mini Lesson

Day 27: Practice

Day 28: Assessment

Day 29: Reflection

Day 30: Course Wrap-Up

References

  1. Charles, R., & Leslie, R. (2019). The Mathematics Behind Proportional Relationships: Connections to Algebra. Journal of Mathematics Education at Teachers College, 10(2), 77-86.
  2. H. Laun, K. E. Kopp, K. L. Breitenbach, & T. Holly (2016). Proportional reasoning: A review of the literature. Journal of Mathematical Behavior, 44, 167-184.
  3. NCTM. (2014). Principles to Actions: Ensuring Mathematics Success for All. National Council of Teachers of Mathematics.
  4. Silverman, J., & Thompson, P. W. (2015). Toward a Framework for the Development of Mathematical Practices. Mathematics Teacher Education and Development, 17(1), 1-21.