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Questions and Answers
Which of the following represents the solution to the inequality $3x + 2 > 8$?
Which of the following represents the solution to the inequality $3x + 2 > 8$?
- $x > 2$ (correct)
- $x < 1$
- $x > 6$
- $x < 3$
For which value of $y$ does the inequality $4y - 9 \ imes 2 \ imes y > 7 - 3y$ hold true?
For which value of $y$ does the inequality $4y - 9 \ imes 2 \ imes y > 7 - 3y$ hold true?
- $y < \frac{7}{5}$ (correct)
- $y < -2$
- $y > \frac{9}{2}$
- $y > 3$
What is the solution set for the inequality $-5x + 3 \ imes (x + 1) \ imes 2 \ imes x \ imes (x - 4) < 0$?
What is the solution set for the inequality $-5x + 3 \ imes (x + 1) \ imes 2 \ imes x \ imes (x - 4) < 0$?
- $x < -1$ or $x > 4$ (correct)
- $x < -4$ or $-1 < x < 1$
- $1 < x < 4$
- $-4 < x < -1$ or $x > 4$
How can you determine the solution set for the inequality $-5x + 3 imes (x + 1) imes 2 imes x imes (x - 4) < 0$?
How can you determine the solution set for the inequality $-5x + 3 imes (x + 1) imes 2 imes x imes (x - 4) < 0$?
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What is the solution to the inequality $4y - 9 imes 2 imes y > 7 - 3y$?
What is the solution to the inequality $4y - 9 imes 2 imes y > 7 - 3y$?
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How would you graph the solution to the inequality $3x + 2 > 8$?
How would you graph the solution to the inequality $3x + 2 > 8$?
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