DiffyQ

No. Differential equations is usually as much linear algebra as it is calculus. For a PDEs course, that linear algebra is generally upped to functional analysis.

So Stokes theorem is in calc III? Its in the last chapter of my book called integration in vector fields.

I don't know what country you are in, but in America here is how calculus is broken down by semester:

>Calc I
Limits, differentiation rules, implicit differentiation, mean value/ rolle's theorem, related rates, intro to integration, fundamental theorem of calc
>Calc II
In depth integration techniques, sequences and series, power series and taylor series
>Calc III
Multivariate/ 3D shit: Greens theorem, double/ triple integrals, divergence theorem, vector calc, intro to DiffEqs
>ODE's
Ordinary Differential Equations
>PDE's
Partial Differential Equations
>Analysis Series
Learn to rigorously prove calculus

>Probably
Lrn2probabilly fgt pls

Why you on Veeky Forums at work though.
I wouldn't even utter the word at work never mind scroll through it

In Germany Calc I-III are packed together in one course for CS students and your final exam makes up your whole course grade.

i study physics in germany and our calculus looks very similar.
but i visit "höhere mathematik" (higher mathematics) , which is a mix of calculus and linear algebra, with some more specific topics additionally and less proofs(only a quarter or so of our lectures)

*very similar to the american calculus