Graphically estimate the area contained between the parabola y = x^2,y=(x^2)/2 and the line y=2x?

Graphically estimate the area contained between the parabola y = x^2,y=(x^2)/2 and the line y=2x?

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Answers (1)

Favour
1 month ago
Before representing the equations graphically we solve to find coordinate points
1. y=x²
When y=0
0=x²
X=0
When x=0
Y=(0)²
Y=0
Coordinate points (0,0)
2.y=x²/2
When y=0
0=x²/2
2*0=x²
X=0
When x=0
Y=(0)²/2=undefined=0
Coordinates (0,0)
3.y=2x
When y=0
0=2x
X=0/2=undefined=0
When x=0
Y=2(0)
Y=0
Coordinates (0,0)
After solving from the coordinates
Plotting a graph is not necessary because everything ends at the origin
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