A force of 2000 N is used to generate a turning force. The force acts at a perpendicular distance of 12 m from the pivot. Calculate the moment of this force.

A force of 100 N is used to generate a turning force. The force acts at a perpendicular distance of 2 m from the pivot. Give the symbol equation you should use to calculate the moment of this force.

describe moment of force or torque as moment = force ×perpendicular distance from pivot to the line of action of force;*4.1.2 explain the turning effect of force

Which of the following statements is incorrect?The moment of a force is the turning effect which it has about a pivotThe moment of a force is measured in newton-metres (Nm)The moment of a force is a scalar quantityThe moment of a force can be calculated by multiplying the force by the perpendicular distance of its line of action from the pivot2A spanner is being used to remove a nut from a car wheel.  Calculate the moment exerted when a force of 60 N is applied a distance of 30 cm from the centre of the nut.2 Nm200 Nm1800 Nm18 Nm3John (who weighs 700 N) and Abena (who weighs 600 N) are sitting on opposite sides of a see-saw.  If John is sitting 2 metres from the pivot, how far from the pivot must Abena sit for the see-saw to be in equilibrium?3 m2.33 m0.43 m1.71 m4When a man pushes the handle of a door with a force of 10 N, he exerts a moment of 8 Nm about its hinges.  Calculate the distance from the handle of the door to its hinges.0.8 m1.25 m1 m80 m5What does the Principle of Moments state?When an object is in (rotational) equilibrium, the sum of the clockwise moments about any pivot is less than the sum of the anticlockwise momentsWhen an object is in (rotational) equilibrium, the moments which are acting on it must be in one direction only (clockwise or anticlockwise)When an object is in (rotational) equilibrium, the sum of the clockwise moments about any pivot is greater than the sum of the anticlockwise momentsWhen an object is in (rotational) equilibrium, the sum of the clockwise moments about any pivot is equal to the sum of the anticlockwise moments6In a ‘Strongest Person in the World’ competition, a competitor is using a lever to lift a car.  The pivot on which the lever is resting is 20 cm from the point on the car at which a force is being exerted, and 2 metres from the point at which the competitor is applying a force of 1 kN.  Calculate the force which they exert on the car.10,000 N1,000 N100 N5 N

A horizontal wooden plank is pivoted at one end, as shown.4 m10 mplankcentre of gravitypivotThe plank has a mass of 100 kg and a length of 10 m. The centre of gravity of the plank is adistance of 4 m from the pivot.What is the moment of the weight of the plank about the pivot?A 4  10 2 N m B 5  10 2 N m C 4  10 3 N m D 5  10 3 N m

Find the torque applied to a doorknob if a person applies a force of 18 N 80° from the axis of rotation, at a distance of 2.0 cm from the doorknob. use grade 12 knowledge