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

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Domain and range of quadratic functions: equationsright chevron icon

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Q. What does the set {x∣x≤10}\{x | x \leq 10\} represent?\newlineChoices:\newline(A)all numbers greater than 1010 \newline(B)all numbers greater than or equal to 1010 \newline(C)all numbers less than 1010 \newline(D)all numbers less than or equal to 1010
  1. Identify meaning of set notation: Identify the meaning of the set notation.\newlineThe set x∣x≤10{x | x \leq 10} means the collection of all xx such that xx is less than or equal to 1010.
  2. Match meaning to choices: Match the meaning of the set to the given choices.\newline(A) Incorrect - This choice represents all numbers greater than 1010, which is the opposite of what the set notation specifies.\newline(B) Incorrect - This choice represents all numbers greater than or equal to 1010, which does not include numbers less than 1010.\newline(C) Incorrect - This choice represents all numbers less than 1010, but does not include the number 1010 itself.\newline(D) Correct - This choice represents all numbers less than or equal to 1010, which matches the set notation.

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