if `x=asec^ntheta,y=btan^ntheta` then `(x/a)^(2/n)-(y/b)^(2/n)`

If x=asec^(n)theta,y=btan^(n)theta then ((x)/(a))^(2//n)-((y)/(b))^(2//n)=

If x= a sec^(n) theta , y = b tan^(n) theta then (x/a)^(2//n) -(y/b)^(2//n)=

If x=asec^(2)theta,y=btan^(2)theta," then "(dy)/(dx)=

If x=asec theta, y=b tan theta , then prove that (d^(2)y)/(dx^(2))=-(b^(4))/(a^(2)y^(3))

If x=cos e ctheta-sintheta and y=cosec^ntheta-sin^ntheta, then show that (x^2+4)((dy)/(dx))^2=n^2(y^2+4)dot

If x=cos e ctheta-sinthetaa n dy=cos e c^ntheta-sin^ntheta, then show that (x^2+4)((dy)/(dx))^2=n^2(y^2+4)dot

If x=cos e ctheta-sinthetaa n dy=cos e c^ntheta-sin^ntheta, then show that (x^2+4)((dy)/(dx))^2=n^2(y^2+4)dot

If x=cos e ctheta-sinthetaa n dy=cos e c^ntheta-sin^ntheta, then show that (x^2+4)((dy)/(dx))^2=n^2(y^2+4)dot

If x=cos e ctheta-sintheta and y=cos e c^ntheta-sin^ntheta, then show that (x^2+4)((dy)/(dx))^2=n^2(y^2+4)dot