To calculate: The value of from the equation by algebraic method and graphical method.
The value of is none.
The equation .
It is provided that the equation .
The method in which isolate on one side of the equation and solve the value of .
From the equation .
Subtract on the both side of the equation,
Apply quadratic formula and Solve the value of ,
Therefore, the value of .
The value of is not real so there is no solution.
Let put and
The graph of the equation provided below,
The graph of equation is provided below,
The graph of both equations in same figure is provided below,
The solution is the coordinate of the intersection point of the two graphs. The intersection point on the coordinate is 0.
Thus, the value of is 0.
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