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Jehangeer Raza
- 5
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What is the right method to calculate force the that is
applied (by human) on the stationy wall?
applied (by human) on the stationy wall?
Unless there are more details, it doesn't sound like there is sufficient data to calculate the force. After all, I can push a wall with all my might (thanks to friction between my shoes and the floor) or I can just lightly touch the wall.Jehangeer Raza said:Me (Mr.Raza) apply froce on the wall then how i calculate that applied force
Not enough information.Jehangeer Raza said:For example if my mass is 60kg and co-efficient of friction is .5 then please calculate the force
Then, the reaction is N = mg; N = 600 N (g ≈ 10 m/s2). This is a vertical force.Jehangeer Raza said:For example if my mass is 60kg and co-efficient of friction is .5
This assumes that the force against the wall has no vertical component.Irene Kaminkowa said:Then, the reaction is N = mg; N = 600 N (g ≈ 10 m/s2).
This would be the maximum friction force possible (given the assumption of a purely horizontal push against the wall).Irene Kaminkowa said:The friction is Ff = μN; Ff = 300 N. This force is horizontal.
Cool )CWatters said:Trust the military to know
The formula for calculating force on a stationary wall is F = m x a, where F is the force, m is the mass of the object exerting the force, and a is the acceleration of the object.
The mass can be determined by measuring the weight of the object in kilograms. The acceleration can be calculated by dividing the change in velocity by the change in time.
No, in order to calculate force using the formula F = m x a, both the mass and acceleration must be known.
The angle of the object's movement does not directly affect the force on a stationary wall. However, it may affect the mass or acceleration of the object, which in turn would affect the force calculation.
Yes, the formula for calculating force on a moving wall is F = m x (a + g), where g is the gravitational acceleration. This takes into account the added force exerted by gravity on a moving object.