Show that a necessary and sufficient condition for a curve to be a plane
Curve is torsion t=0 at all points.
Answers
Answered by
2
Answer:
The necessary and sufficient condition that a curve to be a plane curve is that
A) curvature k=0 at all points of C
B) torsion τ=0at all points of C
C) torsion τ≠0 at all points of C
D) curvature k=1 at all points of C
Correct Answer:
B) torsion τ=0at all points of C
Similar questions