Statics - Impending motion, moments help

In summary, the conversation discusses the determination of the magnitude of a vertical force applied to the rim of a cup filled with 6 oz of coffee in order to prevent it from tipping over. The equation for sum of moments is used to calculate the force, and there is a question about whether a normal force should be factored in. The poster receives confirmation that their solution is correct.
  • #1
nrp88
4
0

Homework Statement


The cup shown in the picture is filled with 6 oz of coffee. The center of gravity is located at G. If a vertical force is applied to the rim of the cup a shown in the picture, determine its magnitude so that the cup is on the verge of tipping.
14vpbtd.jpg


Homework Equations



sum of moments = 0
sum of forces = 0
w=mg

The Attempt at a Solution


I summed the moments around point A and came up with the force = - .5 lbs.

not sure if that's right, Do I need to factor in a normal force?

Thanks!
 
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  • #2
Looks good to me!
 
  • #3

Related to Statics - Impending motion, moments help

What is statics?

Statics is the branch of physics that deals with the study of objects at rest or in a state of constant motion. It involves the analysis of forces and their effects on rigid bodies.

What is impending motion?

Impending motion refers to the state of an object when it is on the verge of moving or starting to move due to the application of external forces.

What is a moment?

A moment is a turning effect caused by a force acting on a body. It is the product of the force and the distance from the point of rotation.

How do moments help in statics?

Moments help in statics by providing a way to balance forces and determine the stability of an object. They are also useful in calculating the equilibrium conditions of a system.

What are some real-life applications of statics and moments?

Statics and moments are used in various engineering and construction fields, such as building structures, bridges, and machines. They are also essential in understanding the stability of structures during earthquakes and other natural disasters.

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