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How are the properties of exponential and logarithmic functions used to evaluate functions and to solve problems?
How are exponential and logarithmic equations solved?
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Student Learning Map
- Topic:Exponential and Logarithmic Functions
- Subject(s):Math
- Days:17
- Grade(s):10, 11, 12
Key Learning:
Describing characteristics of exponential and logarithmic functions help interpret real-world events and solve problems.
Unit Essential Question(s):
Lesson Essential Question(s):How do the coefficient, base, and exponent of an exponential expression affect the result of the expression?
How do the coefficient, base, and exponent of an exponential expression affect the result of the expression?
How is e used as a base in relations and functions?
How are exponential growth and decay used to solve real world problems?
Lesson Essential Question(s):How are logarithmic functions written, analyzed, evaluated, and graphed? (A)Lesson Essential Question(s):How are the properties of logarithms used to evaluate logarithms? (A)What are some real-world applications of logarithms? (ET)Concept: Lesson Essential Question(s):How are natural logarithms simplified or evaluated? (A)What are some real-world applications of natural logarithms? (ET)Lesson Essential Question(s):How are exponential and logarithmic solved?
What are some real-world applications of exponential and logarithmic equations?
How is the change of base formula used to solve logarithmic equations?
Lesson Essential Question(s):Vocabulary:
Additional Info:
The concept "Solving Exponential and Logarithmic Equations" 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 do the coefficient, base, and exponent of an exponential expression affect the result of the expression?2. How are logarithmic functions written, analyzed, evaluated, and graphed?3. How are the properties of logarithms used to evaluate logarithms?4. How are natural logarithms simplified or evaluated?5. How are exponential and logarithmic solved?6. How is e used as a base in relations and functions?Extended Thinking Lesson(s):
1. How do the coefficient, base, and exponent of an exponential expression affect the result of the expression?2. What are some real-world applications of logarithms?3. What are some real-world applications of natural logarithms?4. What are some real-world applications of exponential and logarithmic equations?