If $\phi=a z x^{2} / y$ (where $a$ is a constant) then $\partial \phi / \partial x$ is:
A) $2 x$
B) $2 a x-a / y^{2}+a$
C) $2 a z x / y-a z x^{2} / y^{2}+a x^{2} / y$
D) 2azxly
E) $a z x^{3} / 3 y$
F) something else (specify)

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The Answer of If $\phi=a z x^{2} / y$ (where $a$ is a constant) then $\partial \phi / \partial x$ is:
A) $2 x$
B) $2 a x-a / y^{2}+a$
C) $2 a z x / y-a z x^{2} / y^{2}+a x^{2} / y$
D) 2azxly
E) $a z x^{3} / 3 y$
F) something else (specify)

If ϕ=azx2/y\phi=a z x^{2} / yϕ=azx2/y (Where aaa Is a Constant) Then ∂ϕ/∂x\partial \phi / \partial x∂ϕ/∂x

If $\phi=a z x^{2} / y$ (Where $a$ Is a Constant) Then $\partial \phi / \partial x$