Solving Lever Calculations to Help Son

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To determine the position of the fulcrum on a 5m lever with a 300kg weight and a 100kg force, the relationship between the distances from the fulcrum and the forces applied must be established using the torque balance equation: F1D1 = F2D2. Since the total distance D1 + D2 equals 5m, D2 can be expressed as 5 - D1. By substituting this into the torque equation, one can solve for D1, which will provide the necessary distance from the end of the lever to the fulcrum. This approach effectively balances the torques and identifies the correct fulcrum position. Understanding these principles allows for accurate lever calculations.
Alan Butcher
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My problem (trying to help an ay last keen son)-a lever 5m long, a weight of 300kg, a force of 100kg.
The question says describe?

I am trying to work out the distance from the end of lever to fulcrum


or in other words where the fulcrum should lie.


tried formula which has gone to course with son but it gives L over little l = force over effort?

Can you assist please?

I feel there must be some better formula.
 
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Look at the torques involved in a lever. To be in balance about the fulcrum, the torques must be equal. In other words:
F_1 D_1 = F_2 D_2

where the Fs are the two forces applied to the lever and the Ds are the distances from the fulcrum. You are given the forces. Hint: What must those two distances add to?
 
ah ha these two Ds add up to my 5m lever right?

ok

F1D1 = F2D2

but D1+D2 = 5m

so

mmm
after 45 years away from school
 
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If in the above formula I know that D1 and D2 add up to 5m how do I find what D1 and D2 are?
 
If you know both distances add up to 5m, you can say one is D1, and the other must then be D2=5-D1. Put that into your equation and you can solve for D1.
 
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