The elbow in the hand is analogous to the fulcrum in a lever
The load arm is the radius of the pulley. This is the distance from the fulcrum to the load-carrying side of the rope.
Length of input arm (input force to the fulcrum) divided by the Length of the output arm (output force to the fulcrum)exampledin/dout=2cm/4cm=0.5in the example the IMA is 0.5
Fulcrum I think.
It's the rivet or pin that joins the two main pieces.
The advantage of a first class lever is that by using less input force, you get more output force. Teehee!
a lever is what it would be sir/mam
a lever
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A fulcrum would be placed as close to the heavy load as possible. This minimizes the lever arm (and thus minimizes the torque) for the load while maximizing the lever arm (and thus maximizing the torque) for the force you must apply.
load arm, effort arm, load, effort, fulcrum!
Only a very small force if the arm only has to be supported. What other weights do the arm carry and at what angle does the biceps attach to the fore-arm? What is the distance to the hand from the fulcrum and what is the arm weight (assuming a weight is in the hand and arm weight has to be added to the weight-in-hand)? The length of the hand to fulcrum is also required. There is no such thing as 90% angle: 90 degrees perhaps?
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The force is equal to the mass times your lever arm. If 4n is placed 0.2m from the fulcrum, you have 0.8 force units on you lever arm. This would imply that a mass of 2n should be placed 0.4m from the fulcrum in the opposite direction. This would give you 0.8 force units on both sides, thereby balancing the lever.
It seems the baseball would be the load, the bat and your arm would together form a lever, and your shoulder would be the fulcrum.
The resistance arm is the side of the lever (from the fulcrum to the load) that carries the load.