Work done is measured by the product of force and displacement in the direction of the force.

True

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False

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Solution

The correct option is A True
As we know work done on an object can be calculated as-
$W = (F \cos θ) \times s H e r e W = w o r d d o n e (J) F = f o r c e (N) s = d i s p l a c e m e n t (m) θ = a n g l e b e t w e e n F a n d s$
Hence the above statement is true.

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Similar questions

How is the work done by a force measured when (i) force is in direction of displacement, (ii) force is at an angle to the direction of displacement?

Q. How is work done by a force measured when the force:
1. is in the direction of displacement
2. is at angle to direction of displacement

Which of the following define work most accurately?

1. Work is the product of displacement and force in the direction of displacement.
2. Work is the product of force and speed.
3. When a force applied causes displacement in a direction, work is done.
4. Work is the product of distance and force applied.

Q. how can the work done be measured when force is applied at an angle to the direction of displacement?

Q. The work done by a force F during a displacement r is given by F. r. Suppose a force of 12 N acts on a particle in vertically upward direction and the particle is displaced through direction. Find the work done by the force during this displacement.

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Work done is measured by the product of force and displacement in the direction of the force.

The correct option is A TrueAs we know work done on an object can be calculated as-W=(Fcosθ)×sHereW=worddone(J)F=force(N)s=displacement(m)θ=anglebetweenFandsHence the above statement is true.

The correct option is A True
As we know work done on an object can be calculated as-
$W = (F \cos θ) \times s H e r e W = w o r d d o n e (J) F = f o r c e (N) s = d i s p l a c e m e n t (m) θ = a n g l e b e t w e e n F a n d s$
Hence the above statement is true.