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Only to be done in Mathematica and no other language. Please do exercise 1 & 2 . Check the picture for clarificaiton. I'll thumbs up

Only to be done in "Mathematica" and no other language. Please do exercise 1 & 2. Check the picture for clarificaiton. I'll thumbs up your effort.
Modules for Exercise 2
required. The output is a graph of the space curve y that is represented by the parametric functions along with the superimposed inscribed polygon that consists of n line segments.
the curve.
Exercise 2.
length of the curve using the arc length formula and compare with the approximation.
The astroid given by the parametric equations x(t)=sin3t,y(t)=cos3t,z(t)=cos(2t) in the interval 0,2 with n=8,16.
The curve given by the parametric equations x(t)=cost,y(t)=cos(3t),z(t)=sint in the interval 0,2 with n=8,32.
The curve given by the parametric equations x(t)=cost,y(t)=cos(3t),z(t)=sint in the interval 0,4 with n=16,32.
Compare the results of parts 2) and 3). Explain why the lengths of seemingly the same curves differ so much.
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