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Which interval notation represents the set of all numbers from -12 to 5 , not inclusive? (-12,5] (-12,5) [-12,5] [-12,5)

Which interval notation represents the set of all numbers from −12-12 to 55 , not inclusive?\newline(−12,5] (-12,5] \newline(−12,5) (-12,5) \newline[−12,5] [-12,5] \newline[−12,5) [-12,5)

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Full solution

Q. Which interval notation represents the set of all numbers from −12-12 to 55 , not inclusive?\newline(−12,5] (-12,5] \newline(−12,5) (-12,5) \newline[−12,5] [-12,5] \newline[−12,5) [-12,5)
  1. Define Not Inclusive: Not inclusive means that −12-12 and 55 are not part of the set. The correct interval notation for this is with parentheses.
  2. Interval Notation Explanation: (−12,5) (-12,5) is the interval notation that represents all numbers greater than −12 -12 and less than 5 5 , without including −12 -12 and 5 5 themselves.

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