A particle moves along a curve of unknown shape but magnitude offeree F is constant and always acts along tangent to the curve. Then,

Question

A particle moves along a curve of unknown shape but magnitude offeree F is constant and always acts along tangent to the curve. Then, (A) F may be conservative (B) F must be conservative (C) F may be non-conservative (D) F must be non-conservative

Tardigrade Admin · Accepted Answer

Since, work done by this force depends upon path followed by the particle between two. Hence, the force must be non-conservative.

Q. A particle moves along a curve of unknown shape but magnitude offeree F is constant and always acts along tangent to the curve. Then,

F may be conservative

F must be conservative

F may be non-conservative

F must be non-conservative

Since, work done by this force depends upon path followed by the particle between two. Hence, the force must be non-conservative.

Q. A particle moves along a curve of unknown shape but magnitude offeree $F$ is constant and always acts along tangent to the curve. Then,