Find the line y=mx through the origin, with positive slope, which together with the parabola y=x^2 encloses a region of area 4/3.
Find the point(s) of intersection
"x_1=0, x_2=m"
"Point(0,0)" and "Point(m, m^2)"
If "m>0"
"=\\dfrac{m^3}{2}-\\dfrac{m^3}{3}=\\dfrac{m^3}{6} ({units}^2)"
Substitute
"m=2"
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