show step by step:
(x2+ 6x - 4) - ( x2 + 6x -4)
Answer:
(x2+6x−4)−(x2+6x−4)=x2+6x−4−x2−6x+4=0;(x^2+ 6x - 4) - ( x^2 + 6x -4)=x^2+ 6x - 4 - x^2 - 6x +4=0;(x2+6x−4)−(x2+6x−4)=x2+6x−4−x2−6x+4=0;
step 1 : x2+6x−4−x2−6x+4x^2+ 6x - 4 - x^2 -6x +4x2+6x−4−x2−6x+4 (open the brackets);
step 2: x2+6x−4−x2−6x+4\cancel{x^2}+ \cancel{6x} - \cancel{4} - \cancel{x^2} -\cancel{6x} +\cancel{4}x2+6x−4−x2−6x+4 (we cancel the same terms with opposite signs);
step 3: 0 (we get the result).
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