Suggested: y=xlog(x-1/x+1) nth derivative solved - y=tan^-1(1+x/1-x) find nth derivative - y=tan^-1(1+x/1-x) find dy/dx - y=3x+2 x=-1 x=1 - y=x+1/x-1 find dy/dx - y=1/x-1 - (1+e^x/y)dx+e^x/y(1-x/y)dy=0 - u=sin^-1(x/y)+tan^-1(y/x) - u=x^2 tan^-1(y/x)-y^2 tan^-1(x/y) - 1/x+1/y=1/z - 5/x-1+1/y-2=2 6/x-1-3y-2=1 - y(1+xy)dx+x(1-xy)dy=0 - if e^y(x+1)=1 show that d^2y/dx^2=(dy/dx)^2 - if x=u(1-v) and y=uv then show that z'=1 - y1=x^1 Browse related:
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