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Solve the Inequality, and Graph the Solution Set $\frac{12 x}{5-x} \geq 4 x$

Question 280

Multiple Choice

Solve the inequality, and graph the solution set.
- $\frac{12 x}{5-x} \geq 4 x$
$Solve the inequality, and graph the solution set. - \frac{12 x}{5-x} \geq 4 x A) [5, \infty) B) (-\infty, 2] \cup[5, \infty) C) [0,2] \cup[5, \infty) D) (-\infty, 0] \cup[2,5)$

A) $[5, \infty)$
$Solve the inequality, and graph the solution set. - \frac{12 x}{5-x} \geq 4 x A) [5, \infty) B) (-\infty, 2] \cup[5, \infty) C) [0,2] \cup[5, \infty) D) (-\infty, 0] \cup[2,5)$

B) $(-\infty, 2] \cup[5, \infty)$
$Solve the inequality, and graph the solution set. - \frac{12 x}{5-x} \geq 4 x A) [5, \infty) B) (-\infty, 2] \cup[5, \infty) C) [0,2] \cup[5, \infty) D) (-\infty, 0] \cup[2,5)$

C) $[0,2] \cup[5, \infty)$
$Solve the inequality, and graph the solution set. - \frac{12 x}{5-x} \geq 4 x A) [5, \infty) B) (-\infty, 2] \cup[5, \infty) C) [0,2] \cup[5, \infty) D) (-\infty, 0] \cup[2,5)$

D) $(-\infty, 0] \cup[2,5)$
$Solve the inequality, and graph the solution set. - \frac{12 x}{5-x} \geq 4 x A) [5, \infty) B) (-\infty, 2] \cup[5, \infty) C) [0,2] \cup[5, \infty) D) (-\infty, 0] \cup[2,5)$

Solve the Inequality, and Graph the Solution Set 12x5−x≥4x\frac{12 x}{5-x} \geq 4 x5−x12x​≥4x

Multiple Choice

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Solve the Inequality, and Graph the Solution Set $\frac{12 x}{5-x} \geq 4 x$

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