Sites containing original problems

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Homework Help Overview

The discussion revolves around finding resources for original problems in math, physics, and chemistry, with a specific focus on elementary differential equations. The original poster expresses a need for new problems to practice, as they feel they have exhausted their current textbook resources.

Discussion Character

  • Exploratory, Problem interpretation

Approaches and Questions Raised

  • Participants discuss various resources, including Schaum's Outlines and REA solution guides, while questioning their effectiveness and content. There is also a mention of the desire for original problems and the challenges of finding them.

Discussion Status

Some participants have offered suggestions for resources, while others are sharing their experiences with different problem sets. The conversation is ongoing, with no clear consensus on the best resource yet, as various options are being explored.

Contextual Notes

Participants mention constraints such as the need for new problems and the limitations of existing resources. There is also a reference to time constraints affecting one participant's ability to pursue further studies.

Will
Does anyone know of any sites that have original textbook like problems for math/physics/chemistry that one could do? I seem to be running out of problems in my text, some of these that I have done more than a few times, its like I am not really doing them anymore, I just recognize the numbers I got before! So I need new ones. Right now I need something with elementary differential equations, but any site containing problems for the above mentioned subjects would be great.
 
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Will,

I don't know of any problems online, but a good inexpensive source of solved problems and unsolved problems with answers is Schaum's Outlines. For your specific course, there are two:

*Differential Equations
*Modern Introductory Differential Equations

Both are great, especially the latter. You might also find the following Schaum's outlines helpful:

*Laplace Transforms
*Fourier Analysis with Applications to Boundary Value Problems

The first one is especially good, and highly relevant to a first course in ODE's.
 
Thanks. I have heard about them, I will have take a closer look. The ones you are talking about are those laminated sheets, with just a few pages, right?
So what do you think about those REA solution guides? I have one for physics, it is awesome. Over 1100 pages chock full of worked problems, from general non-calculus based all the way to wicked DFQ type problems and modern physics!
 
Tom, old soul, you could start a course on differential equations if you want.
 
Originally posted by Will
Thanks. I have heard about them, I will have take a closer look. The ones you are talking about are those laminated sheets, with just a few pages, right?

No, these are 100+ pages and cost about $15 a pop.

So what do you think about those REA solution guides?

They're big, heavy, and expensive. I have not reviewed the content, because they are usually on the rack right next to the Schaum's.
 
Originally posted by schwarzchildradius
Tom, old soul,

For the last time, 30 is not old, goddammit!

you could start a course on differential equations if you want.

The real issue is time. I wanted to start a bunch of summer courses, but it doesn't look like I can. At the time I posted that poll, I had just had a good job interview, and it looked like I was in there, but I haven't heard back from them. So, I'm still stuck at my crappy temp job, working a ton of OT to pay the bills.

Maybe next summer...
 
well if I started one I could probably not get farther than the Laplace transform, but it would be a good thing to have at PF.
 

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