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Which is the set of numbers greater than 1010?\newlineChoices:\newline(A) {xx=10}\{x | x = 10\}\newline(B) \{x | x < 10\}\newline(C) {xx10}\{x | x \leq 10\}\newline(D) \{x | x > 10\}

Full solution

Q. Which is the set of numbers greater than 1010?\newlineChoices:\newline(A) {xx=10}\{x | x = 10\}\newline(B) {xx<10}\{x | x < 10\}\newline(C) {xx10}\{x | x \leq 10\}\newline(D) {xx>10}\{x | x > 10\}
  1. Understand the question: Understand the question. We need to find the set of numbers that are greater than 1010.
  2. Identify inequality sign: Identify the correct inequality sign for "greater than". The inequality sign for "greater than" is ">".
  3. Match inequality sign with set notation: Match the inequality sign with the correct set notation from the given choices. The set notation that represents numbers greater than 1010 is \{x | x > 10\}.
  4. Review and select correct choice: Review the choices and select the one that matches our set notation from Step 33.\newline(A) xx=10{x | x = 10} - This represents numbers equal to 1010, which is not what we want.\newline(B) {x | x < 10} - This represents numbers less than 1010, which is not what we want.\newline(C) xx10{x | x \leq 10} - This represents numbers less than or equal to 1010, which is not what we want.\newline(D) {x | x > 10} - This represents numbers greater than 1010, which is exactly what we want.

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