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Which of the following is a solution to the inequality below?\newline4y-4 \leq y\newlineChoices:\newline(A) y=4y = -4\newline(B) y=9y = -9\newline(C) y=12y = -12\newline(D) y=11y = -11

Full solution

Q. Which of the following is a solution to the inequality below?\newline4y-4 \leq y\newlineChoices:\newline(A) y=4y = -4\newline(B) y=9y = -9\newline(C) y=12y = -12\newline(D) y=11y = -11
  1. Understand the inequality: Understand the inequality.\newlineThe inequality 4y-4 \leq y means that yy can be any number greater than or equal to 4-4.
  2. Evaluate choices: Evaluate each choice against the inequality.\newlineStart with choice (A) y=4y = -4.\newlineCheck if 4y-4 \leq y is true when y=4y = -4.\newline44-4 \leq -4 is true because 4-4 is equal to 4-4.
  3. Check choice (A): Since choice (A) is true, it is a solution to the inequality. However, we need to check all other options to ensure there are no other solutions.
  4. Solution for choice (A): Evaluate choice (B) y=9y = -9.\newlineCheck if 4y-4 \leq y is true when y=9y = -9.\newline49-4 \leq -9 is false because 9-9 is less than 4-4.
  5. Check other options: Evaluate choice (C) y=12y = -12.\newlineCheck if 4y-4 \leq y is true when y=12y = -12.\newline412-4 \leq -12 is false because 12-12 is less than 4-4.
  6. Check choice (B): Evaluate choice (D) y=11y = -11.\newlineCheck if 4y-4 \leq y is true when y=11y = -11.\newline411-4 \leq -11 is false because 11-11 is less than 4-4.

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