Domain and Range of Functions: Mathematics Quiz – MA141, Week 1

Shared by SteadyAtlas9417 November 3, 2026 PDF
Mathematics MA141Week 1 8 pages $8
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About this document

Pages
8 pages
Price
$8 one-time, yours to keep
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Included in every plan
Format
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Subject
Mathematics
Module
MA141 · Week 1

This quiz covers the domain and range of functions, and determining whether a relation is a function. It is for Week 1 of the MA141 Mathematics module.

What's inside

  • Domain and range of relations
  • Determining if a relation is a function
  • Finding function values
  • Domain of functions
  • Converting Celsius to Fahrenheit
  • Rock fall height over time

Who it is for: Students taking the MA141 Mathematics module in Week 1. (Undergraduate)

#converting celsius to fahrenheit #domain and range #function values #functions #ma141 #quiz #week 1

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Summary

Functions and their domains and ranges are important in mathematics. Students practise with multiple-choice questions on these topics.

Domain and Range

Relations and functions have domains and ranges. Students identify the domain and range of given relations. They see how to write them down.

Functions and Relations

A function is a special kind of relation. Students decide whether a given relation is a function. They see how to tell if it is.

Function Values

Students find values of functions. They see how to use the definition of a function to find its value at a point. They see how to use it to find other values.

Real-World Problems

Students practise using functions to solve real-world problems. They see how functions can be used to model real situations.

Key terms

Domain
All the values that go into a function or relation.
Range
All the values that come out of a function or relation.
Function
A relation where each input has exactly one output.
Relation
A set of ordered pairs.
Fahrenheit temperature
The temperature in degrees Fahrenheit.
Celsius temperature
The temperature in degrees Celsius.

Questions this document helps with

  • How do I find the domain of a function?
  • How can I tell if a relation is a function?
  • How do I find the value of a function at a point?

Summary written with AI from the document's text.

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