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Which interval notation represents the set of all numbers greater than 2 and less than or equal to 7 ?

(2,7)

(2,7]

[2,7]

[2,7)

Which interval notation represents the set of all numbers greater than $2$ and less than or equal to $7$ ? $\newline$ $(2,7)$ $\newline$ $(2,7]$ $\newline$ $[2,7]$ $\newline$ $[2,7)$

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Mean, median, mode, and range: find the missing number

Full solution

Q. Which interval notation represents the set of all numbers greater than

2

and less than or equal to

7

?

\newline

(2,7)

\newline

(2,7]

\newline

[2,7]

\newline

[2,7)

Define Greater Than $2$ : Greater than $2$ is represented by a parenthesis $($ because it does not include $2$ itself.
Define Less Than or Equal to $7$ : Less than or equal to $7$ is represented by a bracket $]$ because it includes $7$ .
Combine Symbols and Numbers: Combine the symbols with the numbers to form the interval notation: $(2,7]$ .

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