The area of the region bounded by two parabolas y=x2 and x=y2 is
14
13
4
3
Explanation for the correct option:
Given,
y=x2 and x=y2
Solving the above two curves simultaneously, we get
Intersection point as 1,1 and 0,0
So,
Area,
A=∫01yuppercurve-ylowercurvedx=∫01x-x2dx=23x23-x3301=23-13=13
Hence, option B is the correct answer