9.10 * 1.80
Work = force x distance
W = mg x height
Try that
Work = (force) x (distance) = (mass) x (gravity) x (distance) = (10) x (9.8) x (1.8) = 176.4 joules
The work w= 2Nx.8m=1.6Nm = 1.6 Joules.
15j
...
4
Work is done in lifting is equal to work done in opposing gravity. Work done in opposing gravity = weight times distance = 700 x 4 =2800 joules
potential energy
lifting heavy objects
anser
4
0 / 200 = 0 meters.
The height of the shelf can be calculated using the formula: work done = force x distance. In this case, the work done is 40 J, the force is 10 N, so the distance (height of the shelf) can be calculated as 40 J / 10 N = 4 meters.
While lifting it straight up is harder, overall it is less work because you do not have to contend with the friction of the inclined plane. Overcoming that friction is work done which is totally wasted.While lifting it straight up is harder, overall it is less work because you do not have to contend with the friction of the inclined plane. Overcoming that friction is work done which is totally wasted.While lifting it straight up is harder, overall it is less work because you do not have to contend with the friction of the inclined plane. Overcoming that friction is work done which is totally wasted.While lifting it straight up is harder, overall it is less work because you do not have to contend with the friction of the inclined plane. Overcoming that friction is work done which is totally wasted.
no, but the POTENTIAL energy may equal the work done to life the book to the shelf
The potential energy of the book on the shelf is equal to the work done to lift the book to the shelf. This is because the potential energy of an object at a certain height is equivalent to the work done against gravity to lift it to that height.
Work is done in lifting is equal to work done in opposing gravity. Work done in opposing gravity = weight times distance = 700 x 4 =2800 joules
If you want to calculate the work, you need to multiply the mass, times the gravity (approximately 9.8 newton/kilogram), times the height.
no
false
potential energy
Proper lifting form is the precise procedure in performing an exercise (usually with weights or against resistance) in such a manner as to yield the maximum benefit from the exercise while also preventing injury. It is important because exercise can sometimes be dangerous if it is done improperly, such as trying to perform a deadlift with your knees locked straight.