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How are matrices used to analyze complex situations, represent data and solve real-world problems?
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Student Learning Map
- Topic:Matrices
- Subject(s):Math
- Days:15
- Grade(s):10, 11, 12
Key Learning:
Matrices are used to analyze complex situations, represent data and solve real-world problems.
Unit Essential Question(s):
Lesson Essential Question(s):How is the inverse of a matrix determined? (A)How is the inverse of a matrix used to solve a matrix equation? Why does the inverse work? (A)How is the inverse of a matrix used to solve a matrix equation? Why does the inverse work? (ET)Why can some matrix equations not be solved? (A)Why can some matrix equations not be solved? (ET)Lesson Essential Question(s):Lesson Essential Question(s):
Additional Info:
The concept "Inverse of a Matrix" is not required for regular Algebra 2. Textbook Ancillary Material Technology Support Program Hands-on manipulatives Kaplan Lesson Plans
Resources:
Culminating Activities:
1. Untitled Culminating ActivityStudent Assessment(s):
1. Untitled Student AssessmentAcquisition Lesson(s):
1. How is data organized in a matrix?2. How are addition and subtraction of matrices performed?3. How are matrices multiplied by a scalar?4. How is the inverse of a matrix determined?5. How is the inverse of a matrix used to solve a matrix equation? Why does the inverse work?6. Why can some matrix equations not be solved?Extended Thinking Lesson(s):
1. What are some real-world problem situations that can be evaluated by using the concepts of addition and subtraction of matrices?2. What are some real-world problem situtations that can be evaluated by using the concepts of scalar multiplication or matrix multiplication?3. How is the inverse of a matrix used to solve a matrix equation? Why does the inverse work?4. Why can some matrix equations not be solved?