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Which of the following are solutions to the inequality below? Select all that apply.\newline10>r10 > r\newlineMulti-select Choices:\newline(A) r=7r = 7\newline(B) r=8r = 8\newline(C) r=4r = 4\newline(D) r=12r = 12

Full solution

Q. Which of the following are solutions to the inequality below? Select all that apply.\newline10>r10 > r\newlineMulti-select Choices:\newline(A) r=7r = 7\newline(B) r=8r = 8\newline(C) r=4r = 4\newline(D) r=12r = 12
  1. Understand Inequality: Understand the inequality 10>r10 > r. This inequality means that rr must be less than 1010.
  2. Evaluate Choices: Evaluate each choice to see if it satisfies the inequality 10>r10 > r.
    (A) r=7r = 7 is less than 1010, so it satisfies the inequality.
  3. Evaluate Choice (A): Evaluate choice (B).\newline(B) r=8r = 8 is also less than 1010, so it satisfies the inequality.
  4. Evaluate Choice (B): Evaluate choice (C).\newline(C) r=4r = 4 is less than 1010, so it satisfies the inequality.
  5. Evaluate Choice (C): Evaluate choice (D).\newline(D) r=12r = 12 is not less than 1010, so it does not satisfy the inequality.

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