If ∫(u to v) e^(-t^2) dt = x
and
u^v = y
Find
(∂u/∂x) at y constant, (∂u/∂y) at x constant
and (∂y/∂x) at u constant
at u= 2, v=0.
How to do this problem? pls explain in detail
I think its leibniz rule. but dont understand how to solve this problem.....
Thank you..
and
u^v = y
Find
(∂u/∂x) at y constant, (∂u/∂y) at x constant
and (∂y/∂x) at u constant
at u= 2, v=0.
How to do this problem? pls explain in detail
I think its leibniz rule. but dont understand how to solve this problem.....
Thank you..