Find the partial derivatives of ((108xy-x^2y^2)/(2(x+y))
in respect to x_______________
and in respect to y_____________________
Please necessary work. Thanks
in respect to x_______________
and in respect to y_____________________
Please necessary work. Thanks
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f(x,y) = (108xy - x^2y^2)/(2(x+y)
∂f/∂x = -(y^2 (x^2 + 2xy - 108))/(2(x+y)^2)
∂f/∂y = -(x^2 (2xy + y^2 - 108))/(2(x+y)^2)
∂f/∂x = -(y^2 (x^2 + 2xy - 108))/(2(x+y)^2)
∂f/∂y = -(x^2 (2xy + y^2 - 108))/(2(x+y)^2)
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you gotta use quotient or product rule man
sorry... lol
sorry... lol