# Find the coordinates of the point on the helix for arc lengths s = sqrt{5} and s = 4. Consider the helix represented investigation by the vector-valued function r(t)= < 2 cos t, 2 sin t, t >.

Find the coordinates of the point on the helix for arc lengths . Consider the helix represented investigation by the vector-valued function .
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To calculate: The coordinates of the point on the helix for arc lengths For For Given: The function . Calculation: The curve in terms of arc length is, Case 1: $s=\sqrt{5}$

Case 2: $s=4$

Thus, for