Mechanical Advantage is given by the following equation:
MA = Load
Effort
On a class 2 lever, the fulcrum (pivot) is at one end of the lever and the work applied is at the other end. The load is then applied near the fulcrum, as common with the wheel barrow.
A class 3 lever has the effort applied between the fulcrum and the resistance. Therefore, a much greater effort will be required to produce the same moment value.
A typical C2 lever has a much greater distance in which to produce the load than a C3 lever.
A second class lever always has a mechanical advantage greater than 1.
Because of the lever's mechanical advantage.
... is always less than 1 .
always less than 1
The mechanical advantage is when the fulcrum is closer to the effort and creates a advantage
A second class lever always has a mechanical advantage greater than 1.
Second class lever. . . . Always greater than 1 . Third class lever . . . . . Always less than 1 . First class lever . . . . . Can be greater than 1 or less than 1 depending on position of fulcrum.
Because of the lever's mechanical advantage.
Because the load is always between the effort and the fulcrum, so the effort arm is always longer than the load arm.
second class lever
always less than 1
... is always less than 1 .
The mechanical advantage is when the fulcrum is closer to the effort and creates a advantage
'Mechanical Advantage' of a 3rd class lever is always less than 1. Force on the resistance is less than the effort force. Distance moved by the load is greater than distance moved by the effort. Eg: fishing pole.
1st order levers have the fulcrum between the load and effort arms. The mechanical advantage of these levers can be greater or less than 1, depending on the length of the arms.2nd order levers have the load portion between the effort portion and the fulcrum. These always have a mechanical advantage greater than 1. They increase the force exerted at the expense of distance.3rd order levers have the effort portion between the load portion and the fulcrum. These always have a mechanical advantage less than 1. They decrease the force exerted with a gain to the distance.
(AMA / IMA)100 Where AMA represents the actual mechanical advantage and IMA represents the Ideal Mechanical advantage. AMA = Fr/Fe where Fr equals the force of the resistance from the fulcrum, and Fe equals the force of the effort. IMA = De/Dr where De equals the Distance of the effort from the fulcrum and Dr equals the distance of the resistance from the fulcrum
Mechanical advantage is not the only reason to use levers.