Functions Domain & Range Quiz - Multiple Versions Bundle

- Grades
- Grades 8–10, Middle School, High School
- File type
- Preparation
- Print ready
- Subject
- Math, Algebra
- Topic
- assessment bundle, quiz bundle
- Resource types
- Quizzes, Quizzes and Tests, Teacher Tools
- Preparation
- Print ready
- Standards
- HSF-IF.A.1
About this resource
What's inside this resource
This resource contains all three sets (six versions) of math quizzes that ask students to identify functions and determine the domain and range of a function. Answer keys are provided.
-Each quiz contains three questions that ask students to explain their reasoning. The quizzes are formatted in an easy to use way and provide space for student explanations.
-These quizzes are perfect for standards based grading (the standard is clearly listed) and perfect for providing retakes if students don’t get it the first time around.
-These quizzes are quick to grade…I can grade a class set of 35 in about 15 minutes!
Suggested ways to use:
There are many ways you can score the quizzes
-Use your own rubric or your school’s rubric to score the quizzes.
-Use traditional points and percents.
-Assign each question multiple points and give students partial credit for partially correct answers.
-Use standards based descriptions such as ‘M’ for meets, ‘E’ for exceeds, etc.
There are many ways to use the quizzes
-Use one version as a pre-test…see what your students already know before you start.
-Use one version as a preview for students so they can see what kind of questions will be on a future test.
-Use for review or reteaching.
-Use to refresh a concept that students were introduced to in the past.
-Analyze quiz results so you know where reteaching is needed.
-Provide to intervention teachers so they know exactly what to practice.
-Let students take multiple versions to increase their score and show understanding as they improve their skills.
In the classroom
Teaching tips & learning objectives
Learning objectives
Determine whether a relationship (given as ordered pairs or a table) represents a function and justify the reasoning in writing.
Find the domain and range of a function represented by a table and by a graph.
Sketch a graph that does not represent a function and explain why it fails, using the vertical line test.
Teaching tips
Use one version as an initial quiz and a second version from the same set as a retake, since the quizzes are explicitly built in matched pairs targeting the identical standard.
Use the standard listed on each quiz (HSF-IF.A.1) directly in standards-based grade reporting, since it is printed clearly on every version.
Assign different sets over time — as a pre-test, a review, and a reteaching check — since all three sets test the identical skill with different numbers, letting you track growth across attempts.
Skills covered
Function identification — students determine whether a relationship (as ordered pairs or a table) is a function and explain their reasoning in writing.
Domain and range determination — students find domain and range from both a table and a graph.
Non-function recognition — students sketch and explain a graph that fails the vertical-line test.
Written mathematical explanation — every question requires a written justification, not just a numeric answer.
Good to know
Questions teachers ask about this resource
Are all six quiz versions the same difficulty, or do they build on each other?
They're equivalent, not sequential — each of the three sets pairs two versions of the identical question types and standard (HSF-IF.A.1), so any version can be used interchangeably as a first test, retake, practice test, or pre-test.
Do the quizzes require written explanations, or just numeric answers?
Written explanations are required throughout — each quiz asks students to explain how they know a relationship is or isn't a function, and to explain why a sketched graph fails to represent a function.
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Curriculum
Standards, concepts & topics
Standards
- HSF-IF.A.1 — Understand that a function from one set (called the domain) to another set (called the range) assigns to each element of the domain exactly one element of the range. If f is a function and x is an element of its domain, then f(x) denotes the output of f corresponding to the input x. The graph of f is the graph of the equation y = f(x).
Core concepts
functions
domain and range
vertical line test
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