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What does the set {x∣x≤10}\{x | x \leq 10\} represent?\newlineChoices:\newline(A)all numbers less than 1010 \newline(B)all numbers less than or equal to 1010 \newline(C)all numbers greater than 1010 \newline(D)all numbers greater than or equal to 1010

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Domain and range of quadratic functions: equationsright chevron icon

Full solution

Q. What does the set {x∣x≤10}\{x | x \leq 10\} represent?\newlineChoices:\newline(A)all numbers less than 1010 \newline(B)all numbers less than or equal to 1010 \newline(C)all numbers greater than 1010 \newline(D)all numbers greater than or equal to 1010
  1. Identify Meaning of Inequality: Identify the meaning of the inequality x≤10x \leq 10. The inequality x≤10x \leq 10 means that xx can be any number that is less than or equal to 1010.
  2. Match Meaning to Choices: Match the meaning of the inequality to the given choices.\newlineThe inequality x≤10x \leq 10 corresponds to ＂all numbers less than or equal to 1010＂.
  3. Select Correct Choice: Select the correct choice that matches the inequality x≤10x \leq 10.\newlineThe correct choice is (B) all numbers less than or equal to 1010.

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