Choose the correct option for the inequality represented on each number line.
\(x>-1\)
\(x \ge - 1\)
\(x \ge 2\)
\(x<2\)
\(x \ge -1\)
\(x \ge 1\)
Solve and graph \(8-5y<3\) on a number line.
\(y>1\)
Solve and graph \(\dfrac{5+a}{-3}>2\) on a number line.
\(a<-11\)
Solve and graph \(3(3m+4) \ge 6(1-2m)+13\) on a number line.
\(m \ge \dfrac{1}{3}\)
Which inequation gives the correct solution to the above graph?
\(8-4x <4\)
\(8-4x \le 4\)
\(8-4x > 4\)
\(8-4x \ge 4\)
\(\dfrac{x+5}{4}<1\)
\(\dfrac{x+4}{5}<1\)
\(\dfrac{x+5}{4}>1\)
\(\dfrac{x+4}{5}>1\)
\(4x+9<1\)
\(4x+9>1\)
\(4x-9<-1\)
\(4x-9>-1\)
\(5x-3 \ge 3x+1\)
\(5x+3 \ge 3x-1\)
\(5x-3 \le 3x+1\)
\(5x+3 \le 3x-1\)
\(2(3-4a)+3<9\)
\(2(3-4a)-3<9\)
\(2(3-4a)-3>9\)
\(2(3-4a)+3>9\)
