[D[0](y)(x) == -x/y(x)] [D[0](y)(x) == -x/y(x)] |
[D[0](y)(x) == -(cos(x*y(x))*y(x) - 2*x + 3)/(x*cos(x*y(x)))] [D[0](y)(x) == -(cos(x*y(x))*y(x) - 2*x + 3)/(x*cos(x*y(x)))] |
dz/dx -2/3*(x*y^2 - 3*x*z)/(x^2 + 2*z^2 + y) dz/dy -1/3*(2*x^2*y - 3*z)/(x^2 + 2*z^2 + y) dz/dx -2/3*(x*y^2 - 3*x*z)/(x^2 + 2*z^2 + y) dz/dy -1/3*(2*x^2*y - 3*z)/(x^2 + 2*z^2 + y) |
dz/dx (2*x*z - y*cos(x*y) - z*e^(x*z))/(x^2 - x*e^(x*z)) dz/dy -x*cos(x*y)/(x^2 - x*e^(x*z)) dz/dx (2*x*z - y*cos(x*y) - z*e^(x*z))/(x^2 - x*e^(x*z)) dz/dy -x*cos(x*y)/(x^2 - x*e^(x*z)) |
dz/dx sin(x + y)/cos(y + z) dz/dy (sin(x + y) + cos(y + z))/cos(y + z) dy/dx sin(x + y)/(sin(x + y) + cos(y + z)) dz/dx sin(x + y)/cos(y + z) dz/dy (sin(x + y) + cos(y + z))/cos(y + z) dy/dx sin(x + y)/(sin(x + y) + cos(y + z)) |
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