`int sqrt y dy`

int1/sqrt(1-y^2)dy

Find dy/dx if x=(sqrt y)/(sqrt y-1)

Find the area of the region bounded by y=sqrt(x)a n dy=xdot

Solve [2sqrt(x y)-x]dy+ydx=0

Find dy/dx if x=sqrt(1+y)

int (1-y)/y^2 dy

Let f(x)=int _( x )^(2) (dy)/(sqrt(1+ y ^(3))). The value of the integral int _(0)^(2) xf (x ) dx is equal to:

If x=sqrt(1-y^2) , then (dy)/(dx)=

If y=sin sqrt(x)*cos sqrt(x) ,then dy/dx=

y=sin(sqrt(cos sqrt(x))) ,then dy/dx=