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True or False. Determine whether the statement is correct. {x∣x≥5}\{x\mid x \geq 5\} means that 88 can be a value for xx. \newlineTrue \newlineFalse

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Full solution

Q. True or False. Determine whether the statement is correct. {x∣x≥5}\{x\mid x \geq 5\} means that 88 can be a value for xx. \newlineTrue \newlineFalse
  1. Understand set notation: Understand the set notation.\newlineThe set x∣x≥5{x | x \geq 5} includes all values of xx that are greater than or equal to 55.
  2. Determine if 88: Determine if 88 is greater than or equal to 55.\newlineSince 88 is greater than 55, it satisfies the condition x≥5x \geq 5.
  3. Conclude 88 in set: Conclude whether 88 can be a value for xx in the set.\newlineBased on the condition x≥5x \geq 5, and since 88 is greater than 55, 88 can indeed be a value for xx in the set.

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