Finding points within a multi-variable calculus function Consider the following function.
$f (x, y)  =  [(y + 6) ln x] − xe^2y − x(y − 5)5$
(a) Find  $f_x(1, 0)$ .
(b) Find  $f_y(1, 0)$ .
I know that I should separate them into two different equations but I do not know how to separate it. I believe that after that I should plug in the numbers to point into the equations to get the final answer but I do not know how to make them into 2 equation. I could really use them help.

$fx(x,y)=(0+6)⋅1(1)−e^{2(0)}−(y−5)^5 =3130$
and
$fy(x,y) = ln(1)−2(1)e^{2(0)}−5(1)(0−5)^4 = -3127$
