since cot t appears several places, let g(t) = cot(t)
Now we have
u(t) = g/(9+g)
So, let f(t) = t/(9+t) and you have what you want.
f◦g = f(g) = g/(9+g) = cot t/(9+cot t)
Express the function in the form
f compose g.
(Use non-identity functions for f and g.)
u(t) = cot t/(9+cot t)
{f(t), g(t)}=?
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