Mohammad N. answered 5d
Experienced Math Professor 35 Years Teaching Algebra; Calculu
Hi! Here’s the solution:
�, because acceleration always lies in the Tangent–Normal plane and is perpendicular to the binormal vector.
As �, curvature (�) → 0 and torsion (�) → 0 (the curve becomes almost straight).
As �, curvature and torsion remain small but finite.
Let me know if you want me to show the detailed step-by-step calculation as well!
Mohammad N.
Hi! Here’s the solution: a(t).B=0, because acceleration always lies in the Tangent–Normal plane and is perpendicular to the binormal vector. As t → infinite, curvature (k) → 0 and torsion (t) → 0 (the curve becomes almost straight). As t → -infinite, curvature and torsion remain small but finite. Let me know if you want me to show the detailed step-by-step calculation as well!5d