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Solve the Inequality $1-5(x+7) \leq-14-7(x+5)+7 x$ A) $(3, \infty)$ B) $(-\infty, 3]$ C) $(-\infty, 3)$

Question 131

Multiple Choice

Solve the inequality. Give the solution set in both interval and graph forms.
- $1-5(x+7) \leq-14-7(x+5) +7 x$
$Solve the inequality. Give the solution set in both interval and graph forms. - 1-5(x+7) \leq-14-7(x+5) +7 x A) (3, \infty) B) (-\infty, 3] C) (-\infty, 3) D) [3, \infty)$

A) $(3, \infty)$
$Solve the inequality. Give the solution set in both interval and graph forms. - 1-5(x+7) \leq-14-7(x+5) +7 x A) (3, \infty) B) (-\infty, 3] C) (-\infty, 3) D) [3, \infty)$

B) $(-\infty, 3]$
$Solve the inequality. Give the solution set in both interval and graph forms. - 1-5(x+7) \leq-14-7(x+5) +7 x A) (3, \infty) B) (-\infty, 3] C) (-\infty, 3) D) [3, \infty)$

C) $(-\infty, 3)$
$Solve the inequality. Give the solution set in both interval and graph forms. - 1-5(x+7) \leq-14-7(x+5) +7 x A) (3, \infty) B) (-\infty, 3] C) (-\infty, 3) D) [3, \infty)$

D) $[3, \infty)$
$Solve the inequality. Give the solution set in both interval and graph forms. - 1-5(x+7) \leq-14-7(x+5) +7 x A) (3, \infty) B) (-\infty, 3] C) (-\infty, 3) D) [3, \infty)$

Solve the Inequality 1−5(x+7)≤−14−7(x+5)+7x1-5(x+7) \leq-14-7(x+5)+7 x1−5(x+7)≤−14−7(x+5)+7x A) (3,∞)(3, \infty)(3,∞) B) (−∞,3](-\infty, 3](−∞,3] C) (−∞,3)(-\infty, 3)(−∞,3)

Multiple Choice

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Solve the Inequality $1-5(x+7) \leq-14-7(x+5)+7 x$ A) $(3, \infty)$ B) $(-\infty, 3]$ C) $(-\infty, 3)$

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