Let us draw the graph of the function y=x2−3x−4y=x^2-3x-4y=x2−3x−4
The parabola intersects the XXX axis at points −1-1−1 and 444. And it is solution of the equation x2−3x−4=0x^2-3x-4=0x2−3x−4=0: x1=−1x_1=-1x1=−1; x2=4x_2=4x2=4.
Solution: x1=−1x_1=-1x1=−1; x2=4x_2=4x2=4.
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