The helix r 1 (t) cos ti sin t j t k intersects the curve r 2 (t) (1 t) i t 2 j t 3 k at the point (1, 0, 0) Find the angle of intersection of these curves

Question: The helix r 1 (t) = cos ti + sin t j + t k intersects the curve r 2 (t) = (1 + t)

The helix r₁(t) = cos ti + sin t j + t k intersects the curve r²(t) = (1 + t) i + t²j + t³ k at the point (1, 0, 0). Find the angle of intersection of these curves.

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