## Image- Mathdoku - Section 2: Puzzles

Exponential and Logarithmic Functions Test

# Exponential and Logarithmic Functions Test

Unit 8: Exponential and Logarithmic Functions

Lesson 15 of 15

Lesson 15 of 15

## Objective: Students will be able to test their knowledge of exponential and logarithmic functions.

Standards:

Subject(s):

Math, exponential function, Algebra, exponential growth, rational exponents, logarithms, Algebra 2, logarithmic functions, master teacher project

*51 minutes*

1

#### Test

*50 min*

I always make two versions of a test and pass them out checkerboard style. I ask students to show work.

*expand content*

2

#### Puzzles

*1 min*

I offer a variety of Extra Credit puzzles for students who finish early and have no make up work to complete. This includes, but is not limited to; sudoku, mathdoku, logic problems, picture mazes, and pixel puzzles. A couple of my favorites are: Griddlers and Concept is puzzles

Both sites offer a number of free puzzles as well as purchasable books. Pixel Puzzles are a particular favorite. The Mathdoku are also great. They can increase a student's numeracy abilities if done regularly.

*expand content*

Feedback (0)

Give Amelia some feedback on this lesson

BetterLesson Community Feedback

No comments at this time. Add yours above.

##### Similar Lessons

###### What is Algebra?

Algebra II » Modeling with Algebra

Big Idea:
Algebra is built on axioms and definitions and relies on proofs just as much as geometry.

*Favorites(40)*

*Resources(19)*

Fort Collins, CO

Environment: Suburban

Environment: Suburban

###### Inequalities: The Next Generation

12th Grade Math » Polynomial and Rational Functions

Big Idea:
Does the zero product property work for inequalities?

*Favorites(2)*

*Resources(19)*

Troy, MI

Environment: Suburban

Environment: Suburban

###### Graphing Systems of Linear Inequalities (Day 1 of 2)

Algebra I » Linear Inequalities

Big Idea:
Students will combine their knowledge of systems of equations and linear inequalities to represent the solution in a simultaneous equation scenario.

*Favorites(13)*

*Resources(16)*

Washington, DC

Environment: Urban

Environment: Urban

Scroll Up

- UNIT 1: Modeling with Expressions and Equations
- UNIT 2: Modeling with Functions
- UNIT 3: Polynomials
- UNIT 4: Complex Numbers and Quadratic Equations
- UNIT 5: Radical Functions and Equations
- UNIT 6: Polynomial Functions
- UNIT 7: Rational Functions
- UNIT 8: Exponential and Logarithmic Functions
- UNIT 9: Trigonometric Functions
- UNIT 10: Modeling Data with Statistics and Probability
- UNIT 11: Semester 1 Review
- UNIT 12: Semester 2 Review

Scroll Down

Scroll Up

- LESSON 1: Rational Exponents
- LESSON 2: Real Number Exponents
- LESSON 3: Exponential Models Day 1 of 2
- LESSON 4: Exponential Models Day 2 of 2
- LESSON 5: Exponential Functions
- LESSON 6: Exponential Decay Functions
- LESSON 7: Simplifying Logarithms
- LESSON 8: Exponential and Logarithmic Equations
- LESSON 9: Logarithmic Functions
- LESSON 10: Exponential Growth and Interest Day 1 of 2
- LESSON 11: Exponential Growth and Interest Day 2 of 2
- LESSON 12: Natural Logarithms
- LESSON 13: Exponential and Logarithmic Functions Review Day 1
- LESSON 14: Exponential and Logarithmic Functions Review Day 2
- LESSON 15: Exponential and Logarithmic Functions Test

Scroll Down