Work = Force x Distance. The answer is 10 joules.
Work is calculated by multiplying the force applied to the displacement achieved. In this case, the amount of work done in joules (J) is 60 multiplied by the combined weight of the ride's passengers measured in Newtons (N).
No, the amount of work is newtons times meters equals amount of work, in joules. So, 4 times 10 equals 40 joules of work. 40 joules is the answer.
W = Fd; d = W/F = 150 J/100 N = 1.5 m
We cannot violate the principle of conservation of energy in any situation. Hence the work to be done in lifting 2000 N through a distance 3 m will be 6000 joule. That same amount of energy is to be supplied. If suppose there be any loss of energy by some means then energy more than 6000 joule has to be supplied. So with a force of 250 N the displacement to be made has to be 6000/250 = 24 m.
Newton is the amount of force required to accelerate an object of mass m to meter , In this case if we try to accelerate it to one meter , you require 500 newtons to lift the box perpendicularly. Also lifting of weight depends on the angle of applied force.
To calculate the amount of energy (joules) required to lift an object, you can use the formula: Energy (joules) = Weight (Newtons) x Distance (meters) x gravitational constant (9.81 m/s^2). Simply multiply the weight of the object by the distance it is lifted and the value of gravity to determine the total energy in joules.
What is the value of Wi? 7,500 joules
wi 7500 joules fi 250 newtons di 30 meters A+
To find out how much energy must be applied, first calculate the work required to lift the weight by using the formula: work = force x distance. Work = 100 Newtons x 10 meters = 1000 Joules. Since the machine is 50% efficient, you would need to double the work done, so you would need to apply 2000 Joules of energy to lift the weight.
The work done to lift the object is equal to the force applied multiplied by the distance moved in the direction of the force. In this case, the work done would be 500 newtons x 8 meters = 4000 joules.
The work done is calculated by multiplying force by distance moved in the direction of the force. So, the work done in lifting the boy 3 meters with a force of 10 newtons is 30 joules.
It depends on the weight. The work required in joules (kg*m2/s2) is equal to the force applied in newtons and the displacement, or distance, in meters. Thus, for an object that weights 1 N (multiply the weight of the object by the gravitational acceleration, 9.81 m/s2 to transfer to newtons) will require 1 N * 3 m = 3 J. Thus, the formula for work is: W = Fd "W" is the work done on the system. "F" is the force in newtons "d" is the displacement (or distance) of the object in meters.
The work done is 500 joules. Work is calculated by multiplying force by distance, which is 50 newtons x 10 meters = 500 joules.
Work = force x distance = (4 x 10) = 40 newton-meters = 40 joules
Work is calculated by multiplying the force applied to the displacement achieved. In this case, the amount of work done in joules (J) is 60 multiplied by the combined weight of the ride's passengers measured in Newtons (N).
Work is calculated by multiplying the force applied to the displacement achieved. In this case, the amount of work done in joules (J) is 60 multiplied by the combined weight of the ride's passengers measured in Newtons (N).
A minimum of 1.667 newtons.