Major cluster will be a majority of the assessment,
Supporting clusters will be assessed through their
success at supporting the Major Clusters and
Additional Clusters will be assessed as well. The
assessments will strongly focus where the standards
strongly focus.
Grade level
- K-2
- 3-5
- 6-8
- 9-12
- math_attach
Sorry, no games for this grade level.
Sorry, no games for this grade level.
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Understand how functions are transformed when you change the value of the constants
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Embrace your inner Isaac Newton when you explore domain, range, and the inverse of a function.
|
Evaluate composite functions starting with a table and a graph in this algebraic adventure.
|
Write a linear equation based on given information.
|
|
|
|
|
Understand how functions are transformed when you change the value of the constants
|
|
Embrace your inner Isaac Newton when you explore domain, range, and the inverse of a function.
|
Composition of functions algebraically unfolds before you in this exercise of visual calculus.
|
Find the composition of two functions graphically in this visualization.
|
If you can see it, you can solve it! Given a function, find two other functions.
|
Figure out how two functions were combined by investigating representative graphs.
|
In this extraordinary exercise, graph inverse functions by reflecting about y = x.
|
Evaluate composite functions starting with a table and a graph in this algebraic adventure.
|
Can you tell if functions are odd or even? Try this quiz to find out.
|
Perform reflections on graphs of functions to determine whether they are odd or even.
|
Write a linear equation based on given information.
|
Explore the inverses of functions graphically and verify inverses using composition of functions.
|
Use the inverse relationship of logarithmic and exponential functions to evaluate expressions.
|
|
|
|
Understand how functions are transformed when you change the value of the constants
|
|
Embrace your inner Isaac Newton when you explore domain, range, and the inverse of a function.
|
Composition of functions algebraically unfolds before you in this exercise of visual calculus.
|
Find the composition of two functions graphically in this visualization.
|
If you can see it, you can solve it! Given a function, find two other functions.
|
Figure out how two functions were combined by investigating representative graphs.
|
In this extraordinary exercise, graph inverse functions by reflecting about y = x.
|
Evaluate composite functions starting with a table and a graph in this algebraic adventure.
|
Can you tell if functions are odd or even? Try this quiz to find out.
|
Perform reflections on graphs of functions to determine whether they are odd or even.
|
Write a linear equation based on given information.
|
Explore the inverses of functions graphically and verify inverses using composition of functions.
|
Use the inverse relationship of logarithmic and exponential functions to evaluate expressions.
|
|
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