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1st we find the intersection point of the straight line y=x & y=x^2, which are (0,0) & (1,1).

after that we can use multiple integral with the 1st limit of y co-ordinate 0 to 1 & x limits x=y to x=square root(x).

or simply we 1st calculate the area between the parabola & x-axis & the area between the straight line & x-axis in the interval 0 to 1. & after that we subtract the area of parabola by area of straight line.

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Q: Area bound by the straight line y equals x and the parabola y equals x2?
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