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To understand the lever you have to understand the concept of work. (That's work as it is defined in the physically sciences, not the social responsibility which seems to be far more difficult to understand).

Acceleration is how much an object of capable of being sped up. It is measure in meters per second squared. m/s2

Force is what accelerates a mass. It is measured in Newtons, or Kilograms meters per second squared. Kg m/s2

Energy is what you have when you apply a force through a distance. It is measured in Joules, or Kilogram meters squared per second squared. Kg m2/s2

No when you have a lever you have a long end and a short end. The long end is high, the short end is low. The weight to be lifted is on the short end, your effort is being applied to the long end.

Your effort is applied to the entire distance that the long end travels from high to low (it is a great distance). Your effort is also applied to the entire distance that the short end travels for low to high (it is a small distance).

Now each end of the lever has the same amount of energy, (but the distances traveled are different) so the only way that the energy can be equal is that the FORCE at either end is also different - and different in such a way that it balances the energy at either end. The only way that this can happen is that the 'force on the short end' is greater than the 'force on the long end'.

F1d1 = F2d2 but d1>>d2 so F2 has to be much greater than F1

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15y ago
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14y ago

Place the fulcrum of the lever 1/3rd of the way from the force to the weight.

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Q: How does a lever allow a weight to be lifted that is too heavy to be lifted without a lever?
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