d/dx (f±g)=
f’±g’
By applying the sum/difference rule of differentiation, we have
d/dx (f±g) = d/dx (f) ± d/dx (g)
Therefore, the derivative of the sum or difference of two functions f and g with respect to x is equal to the sum or difference of the derivatives of the individual functions f and g with respect to x.
More Answers:
[next_post_link]