Question

find the area bounded by y=x and y=x²​

Answer 1

Answer:

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Step-by-step explanation:

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Answer 2

Answer:

First we find the cordinates of point P

y=x and y=x2

⟹x=x2

⟹x=0,1

The value x=0 correspond to O(0,0).

For P, x=1

Now, the required area

A=∫01(y1−y2)dx

=∫01(x−x2)dx

=[2x2−3x3]01

⟹A=1/6