Help with finding missing quantities on Free-Body Diagrams

In summary, the problem asks for the missing quantities of FNet, a, and F1 in a system where V is constant. The equations FNet = Fn - Fg + Fa - FF and Fg = mg are relevant to solving this problem, and since the body is not accelerating, the vectorial sum of the forces acting on it is equal to zero.
  • #1
bunk66
4
0

Homework Statement


Fill in the missing quantity for the following:
HwYXz.jpg


V = constant
FNet = ?
a = ?
F1 = ?

Homework Equations


FNet = Fn - Fg + Fa - FF
Fg = mg
FNet = ma

The Attempt at a Solution


Because I honestly do not know how to go about solving this, the only things I've done are review class notes and consult the textbook, both of which have left me empty-handed.
 
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  • #2
The diagram is rather crude, but I'll assume:
- all force lines are supposed to have arrows pointing away from the block
- all force lines are parallel
- the body is not accelerating
If the body is not accelerating, what do you know about the (vectorial) sum of the forces acting on it?
 

FAQ: Help with finding missing quantities on Free-Body Diagrams

1. What is a free-body diagram?

A free-body diagram is a graphical representation of the forces acting on an object. It shows all the forces acting on the object and their direction, but not their magnitude.

2. How do I find missing quantities on a free-body diagram?

To find missing quantities, you need to use Newton's Second Law (F = ma) and apply it to the forces shown on the diagram. You can also use trigonometry and vector analysis to determine the magnitude and direction of the forces.

3. What are the common mistakes when finding missing quantities on free-body diagrams?

Some common mistakes include not considering all the forces acting on the object, using incorrect values for the forces, and not considering the direction of the forces carefully. It is also important to label all the forces correctly and use the correct units.

4. Can I use free-body diagrams for objects in motion?

Yes, free-body diagrams can be used for objects in motion. You just need to include the forces that are causing the motion, such as friction or air resistance, in the diagram.

5. Are there any tips for making accurate free-body diagrams?

To make accurate free-body diagrams, it is important to clearly label all the forces, use the correct direction and magnitude for each force, and consider all the forces acting on the object. It can also be helpful to break down complex diagrams into simpler parts to better understand the forces at play.

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