Force on Fulcrum | Girl (36kg) & Boy (60kg) Homework Solution

In summary, a girl and a boy of 36 kg and an unknown mass, respectively, are sitting on a see-saw with the girl sitting 5 m from the fulcrum and the boy sitting 3 m from the fulcrum. By using the Fr1=Fr2 equation, the boy's mass is calculated to be 60 kg. To find the force on the fulcrum, one must consider that the see-saw is perfectly balanced, meaning the fulcrum must push upward with a force equal to the combined downward weight of the girl and boy.
  • #1
R Sarwar
2
0

Homework Statement


A girl and a boy are sitting in a see saw. The girl is 36 kg and sitting 5 m from the fulcrum. The boy is sitting 3 m from the fulcrum. Calculate the mass of the boy and the force on the fulcrum.

Homework Equations


Fr1=Fr2

The Attempt at a Solution


I solved for the boys mass by using the Fr1=Fr2 equation. I got 60 kg as the boys mass. I don't know how to solve for the force on the fulcrum.
 
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  • #2
If the see-saw is perfectly balanced the fulcrum must push upward with a force equal to all the downward weight on the see-saw.
 

Related to Force on Fulcrum | Girl (36kg) & Boy (60kg) Homework Solution

What is a fulcrum?

A fulcrum is a pivot point or support on which a lever rests and can rotate. In other words, it is the point around which a lever turns or balances.

What is the force on a fulcrum?

The force on a fulcrum refers to the amount of force or weight being applied to the fulcrum by an object or objects on either side of it. This force is typically measured in units of newtons (N) or pounds (lbs).

How is the force on a fulcrum calculated?

The force on a fulcrum can be calculated using the formula F1 x D1 = F2 x D2, where F1 and F2 are the forces acting on each side of the fulcrum and D1 and D2 are the distances from the fulcrum to the points where the forces are applied.

What is the relationship between the weight of an object and the force on a fulcrum?

The weight of an object is directly related to the force on a fulcrum. This means that the heavier an object is, the greater the force it exerts on the fulcrum. Similarly, the closer an object is to the fulcrum, the less force it exerts on the fulcrum.

How does the weight and position of objects affect the force on a fulcrum?

The weight and position of objects have a direct impact on the force on a fulcrum. Objects that are heavier or closer to the fulcrum will exert more force on the fulcrum, while objects that are lighter or further from the fulcrum will exert less force. In order to balance a lever, the weight and position of objects on either side of the fulcrum must be carefully considered.

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