find dy/dx as a function of x (x+y)^2=4 Share with your friends Share 0 Rahul Raj answered this Dear student (x+y)2=4x2+y2+2xy=4differentiating we get2x+2y(dy/dx)+2x(dy/dx)+2y=0(2x+2y)(dy/dx)=-(2x+2y)dydx=-(2x+2y)(2x+2y)=-1so (dy/dx) as function of x isdydx=-1=-1×x0 =f(x) Regards 1 View Full Answer
