Let us define
r1 = 1;r2 = 2;
and
beta2[t_] := {r1*Cos[2*Pi*t], r2*Sin[2*Pi*t]}
beta1[t_] := beta2[t + 4.8*t^2*(t - 1)^2]
k[v_] := If[Norm[v] > 0, v/Sqrt[Norm[v]], 0]
with
q2[t_] := FunctionExpand[k[beta2'[t]], Assumptions -> t \[Element] Reals]
q1[t_] := FunctionExpand[k[beta1'[t]], Assumptions -> t \[Element] Reals]
Now when I call
q1'[3]
I get
{4.56985 + 0.157049 (10.2293 Derivative[1][Abs][-5.97566] - 40.9174 Derivative[1][Abs][-3.88322]), -28.1291 + 0.102057 (10.2293 Derivative[1][Abs][-5.97566] - 40.9174 Derivative[1][Abs][-3.88322])}
Question
How to simplify this expression?
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