Math Problem Statement
Choose the correct Roster Form for the set written in Set-builder form: {x : x is an integer and x > 2}.
Solution
The question asks for the roster form of the set defined in set-builder notation:
In set-builder notation, this defines the set of all integers greater than 2.
Solution:
To translate this into roster form, list the elements of the set that satisfy the condition :
- Starting from the smallest integer greater than 2, the set would include .
The correct roster form of the set is:
Answer:
The correct answer is:
- Option 1:
Would you like further explanation, or do you have any questions about subsets or set notation?
Related Questions:
- What is the difference between roster form and set-builder form?
- How do you represent sets of negative integers in set-builder notation?
- What is the roster form of ?
- How would you write in set-builder notation for different conditions?
- Can set-builder form be used for non-integer sets, like all real numbers greater than 2?
Tip:
In set-builder notation, always look carefully at the conditions given to determine the range or type of elements in the set.
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Math Problem Analysis
Mathematical Concepts
Set Theory
Roster Form
Set-builder Notation
Formulas
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Theorems
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Suitable Grade Level
Grades 7-9