Classical Practicing Free Body Diagrams & improve problem solving skills

AI Thread Summary
The discussion centers on the desire to improve skills in drawing free body diagrams (FBDs) and problem-solving in physics. A participant seeks recommendations for books that provide a range of problems, from basic to advanced, along with ample illustrations of FBDs. They express a preference for starting with worked-out examples before tackling unsolved problems. Suggestions include considering resources like Schaum's Outline, which may offer structured problem sets. Additionally, practical strategies for enhancing FBD skills are shared, such as carefully reading problem statements, listing numerical data, establishing a coordinate system, and correctly decomposing forces. Overall, the focus is on finding effective resources and strategies to build proficiency in FBDs and general problem-solving in physics.
koolraj09
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Hi,
I once considered myself enough to be decent enough to solve some problems but lately I'm thinking to revisit and start solving problems again. I would like to know whether there is a book good which has problems (starting from basic to tough ones) for practicing free body diagrams.
The book should also have ample illustrations of FBD's. My approach is to getting better at drawing FBD's is that I would first look at worked out problems and then go to unsolved ones.
Also are there any books, strategies or resources which can improve problem solving skills in general?
I would be thankful if you can point me to good books or resources having these characteristics. Any other advice to help getting better at drawing FBD's is also welcome.

Thanks again.
 
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koolraj09 said:
Also are there any books, strategies or resources which can improve problem solving skills in general?
I would be thankful if you can point me to good books or resources having these characteristics. Any other advice to help getting better at drawing FBD's is also welcome.

Thanks again.

I would like to share some simple suggestions for you: 1) Read the letter of the problem twice. 2) Make a list of the numerical data that the letter provides. 3) The first thing you must do to trace the FBD is draw a cartesian coordinate system and choose the positive direction of the axes. After you represent all the forces applied to the objet, you need to decompose those that aren't collineal with the axes. When you add all the forces in one axis, you should associate a positive sign to those who have the same direction that the positive direction of the axis, and a negative sign to those who have the contrary direction.
 
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