Factoring and Solving an Inequality

Project ID: 
7500000135
Question: 
Make matching triples consisting of an inequality, an equivalent inequality in factored (product) form, and the solution set of the inequality.
Header 1: 
Inequality
Header 2: 
Equivalent Inequality
Header 3: 
Solution Set
Text 11: 
$$x^3-x^2-2x>0$$
Text 21: 
$$x(x+1)(x-2)>0$$
Text 31: 
$$(-1;0)\cup(2;\infty)$$
Text 12: 
$$x^3+x<0$$
Text 22: 
$$x(x^2+1)<0$$
Text 32: 
$$(-\infty;0)$$
Text 13: 
$$x^3+x^2+2x+2>0$$
Text 23: 
$$(x+1)(x^2+2)>0$$
Text 33: 
$$(-1;\infty)$$
Text 14: 
$$x^3-x^2<0$$
Text 24: 
$$x^2(x-1)<0$$
Text 34: 
$$(-\infty;0)\cup(0;1)$$
Text 15: 
$$x^3-4x^2+5x-2\geq 0$$
Text 25: 
$$(x-1)^2(x-2)\geq0$$
Text 35: 
$$\{1\}\cup\langle 2;\infty)$$
Text 16: 
$$x^3+6x^2+12x+8\leq 0$$
Text 26: 
$$(x+2)^3\leq0$$
Text 36: 
$$(-\infty; -2\rangle$$
Workflow: 
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