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Solve the Compound Inequality $- 25 \leq - 3 c - 4 < - 10$

Question 106

Multiple Choice

Solve the compound inequality. Graph the solution set.
- $- 25 \leq - 3 c - 4 < - 10$
$Solve the compound inequality. Graph the solution set. - - 25 \leq - 3 c - 4 < - 10 A) ( 2,7 ] B) [ 2,7 ) C) (-7,-21] D) [ - 7 , - 2 )$

A) $( 2,7 ]$
$Solve the compound inequality. Graph the solution set. - - 25 \leq - 3 c - 4 < - 10 A) ( 2,7 ] B) [ 2,7 ) C) (-7,-21] D) [ - 7 , - 2 )$
B) $[ 2,7 )$
$Solve the compound inequality. Graph the solution set. - - 25 \leq - 3 c - 4 < - 10 A) ( 2,7 ] B) [ 2,7 ) C) (-7,-21] D) [ - 7 , - 2 )$
C) $(-7,-21]$
$Solve the compound inequality. Graph the solution set. - - 25 \leq - 3 c - 4 < - 10 A) ( 2,7 ] B) [ 2,7 ) C) (-7,-21] D) [ - 7 , - 2 )$
D) $[ - 7 , - 2 )$
$Solve the compound inequality. Graph the solution set. - - 25 \leq - 3 c - 4 < - 10 A) ( 2,7 ] B) [ 2,7 ) C) (-7,-21] D) [ - 7 , - 2 )$

Solve the Compound Inequality −25≤−3c−4<−10- 25 \leq - 3 c - 4 < - 10−25≤−3c−4<−10

Multiple Choice

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Solve the Compound Inequality $- 25 \leq - 3 c - 4 < - 10$

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