$0$ Isolate the absolute value $8$ identify the "type" of inequality statement. Then solve, graph the inequality $8$ write the solution in interval notation in Part $APd$ Part $B,Pa\pi Cand$ Part $0$ $-5+2|-2x+1|<5$ Part $0\sqrt{} $ Write the solution in interval notation in the text box below. ***If there is no solution, $5yDe$ nosolution in lowercase with $nOsp3Ce^{x+}$ Enter interval notation with NO space between numbers and symbols.

$10.$ $0$ $3^{,x}$ $3$ $3$ $14$ Solve the inequality $12+1\dfrac {5} {6}x\leq 5+3x:x∈R$ Represent the solution set on a number line $15.$ Find the range of values of $x,$ which satisfy the inequality $-\dfrac {1} {2}\leq \dfrac {9x} {10}+4\leq \dfrac {2} {5}:x∈R$ Represent the solution set on a number line.

$8$ Find the values of $x,$ which satisfy the inequation: $-2\leq \dfrac {1} {2}-\dfrac {2x} {3}\leq 1\dfrac {5} {6},x∈N$ Graph the solution on the number line.