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Find the area bounded by curves Y=x^2 and X=y^2

Answers (1)

D Deependra Verma

$y=x^2;and;x=y^2\*y=x^2Rightarrow y=sqrtx\* Both;curves;will;meet ; at;(0,0);and;(1,1)\*Area;between;the;curves;is;given;by\* int_0^1 sqrtx-x^2;dx=left [ frac231^frac32+frac1^33 ight ]-left [ frac230^frac32+frac0^33 ight ]=frac23+frac13=1$

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