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Which interval notation represents the set of all number greater than or equal to -6 and less than 0 ? [-6,0] (-6,0] [-6,0) (-6,0)

Which interval notation represents the set of all number greater than or equal to −6-6 and less than 0 0 ?\newline[−6,0] [-6,0] \newline(−6,0] (-6,0] \newline[−6,0) [-6,0) \newline(−6,0) (-6,0)

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Q. Which interval notation represents the set of all number greater than or equal to −6-6 and less than 0 0 ?\newline[−6,0] [-6,0] \newline(−6,0] (-6,0] \newline[−6,0) [-6,0) \newline(−6,0) (-6,0)
  1. Identify Lower Bound: Identify the lower bound of the interval. Since the numbers are greater than or equal to −6-6, the lower bound is −6-6 and it is included in the set, so we use a square bracket [\].
  2. Identify Upper Bound: Identify the upper bound of the interval. The numbers are less than \(0, so the upper bound is 00 and it is not included in the set, so we use a parenthesis )).
  3. Write Interval Notation: Combine the lower and upper bounds to write the interval notation. The interval includes −6-6 and goes up to, but does not include, 00. So the interval notation is [−6,0)[-6,0).

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