Question
The TURNING MOMENT of a force can be calculated by __ adding force and distance __ multiplying force and distance __ dividing distance by force dividing force by distance
Answer
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Bethan
Master · Tutor for 5 years
Answer
B. multiplying force and distance
Explanation
The turning moment of a force, also known as torque, can be computed using the equation τ=head(R)=Fsind, in which F denotes the force, R represents the distance from the pivot, or point of rotation, to the point where the force is applied, andθ equals the angle featured between the line of action of the force and the pivot distance. If the criterion mentioned in force(F) and distance(R) is applied in straightforward direction i.e., the force applied is perpendicular to the rotating object or the distance between the point of rotation and the point of force application is perpendicular, accordingly, resultingly the turning moment or torque equation falls down to τ=Fr, with no angle consideration inevitably. Consequently, multiplication of the force with the displacement or distance gives us the turning moment.