Yes, functions need to be applied to some argument to make sense.
Otherwise, it would be like writing exp(sin) or sin**2 instead of
exp(sin(x)) and sin(x)**2.

Technically speaking, f is a class, while f(t) is an object, and SymPy
expressions must consist of SymPy objects, not classes.

Aaron Meurer

On Wed, Oct 16, 2013 at 9:58 AM, Cavendish McKay
<[email protected]> wrote:
> Having worked through this a bit more, I've found the bit of syntax that
> makes the difference between working and not working, but I'm not sure I
> fully understand it.  If I do
>
> m,g,r,b,t = symbols("m,g,r,b,t")
> theta = Function('theta')
> x = (r+b)*sin(theta(t)) + r*theta(t)*cos(theta(t))
>
> I don't have problems, but if I do
>
> m,g,r,b,t = symbols("m,g,r,b,t")
> theta = Function('theta')
> x = (r+b)*sin(theta) + r*theta*cos(theta)
>
> I get the TypeError from my previous email.  What exactly is the difference
> between theta and theta(t) when I have declared theta=Function('theta')?
>
> Cavendish
>
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