I'm learning about reparametrizing curves and I don't understand what my teacher did in the following example :
Reparametrize the helix from in the same direction than increases.
Then she continues from this and I understand all she did.
What I don't understand is why the lower bound of the integral is 0.
It's sometimes different from 0, so how do I know what lower bound to chose? I'm sure it's because of the (1,0,0) point, but why 0 as lower bound? Is it because the z-coordinate is worth 0 in (1,0,0)?