Quadratic Equations: Coefficients-Discriminant-Roots

Project ID: 
7500000167
Question: 
Given the quadratic equation $ax^2+bx+c=0$, form matching triples consisting of the coefficients $a$, $b$, $c$ of the equation, the value of its discriminant $D$, and the sum of its roots $x_1+ x_2$.
Header 1: 
$$[a;b;c]$$
Header 2: 
$$D$$
Header 3: 
$$x_1+x_2$$
Text 11: 
$$[3;12;-15]$$
Text 21: 
$$324$$
Text 31: 
$$-4$$
Text 12: 
$$[2;-4;-6]$$
Text 22: 
$$64$$
Text 32: 
$$2$$
Text 13: 
$$[-1;-2;8]$$
Text 23: 
$$36$$
Text 33: 
$$-2$$
Text 14: 
$$[-2;-10;-12]$$
Text 24: 
$$4$$
Text 34: 
$$-5$$
Text 15: 
$$[-3;27;-60]$$
Text 25: 
$$9$$
Text 35: 
$$9$$
Workflow: 
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