Learn Physics & Thermodynamics: 8th Grade Guide

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The discussion centers on a student in 8th grade seeking guidance on how to begin studying physics, thermodynamics, and chemistry, despite lacking a strong mathematical foundation. The consensus emphasizes the importance of first mastering essential math skills, particularly algebra and trigonometry, before delving into complex scientific topics. Participants recommend focusing on current schoolwork and gradually building mathematical knowledge over the next few years. They suggest utilizing online resources and specific textbooks to aid learning, while also encouraging the student to seek tutoring if possible. The conversation highlights the significance of a structured approach to learning, advocating for patience and a step-by-step progression in both math and science education. Additionally, there are suggestions for extracurricular activities, such as joining clubs related to computer science or robotics, to further enhance learning and engagement.
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See, I am in 8th grade. I come from a small school (200 kids, one room for each class) which does not offer courses on which I am interested. What I am confused about now is, I have never gotten into the mathematics of actual Thermodynamics, Physics, and Chemistry. Now I feel that it is time I start. But here lies the problem, I don't know where to start. I know I can learn online, but where? I know I can learn by books, but what books? I want to learn all I can about Physics and Thermodynamics, and have learned all I can without using mathematics. Help?
 
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LogicalAcid said:
Now I feel that it is time I start.

It's not. As you pointed out yourself, you don't have the mathematical background yet. Study hard on what you are being taught now, and in a few years you will be ready to tackle these topics. Thermodynamics will still be around then, don't worry.
 
Once you learn calculus you'll be ready to begin understanding classical physics.
 
Vandium is right. Your enthusiasm is terrific, but learning math is progressive - you really must learn to walk before you can run. So, focus on your classes, even if they seem a bit boring. Believe me, I understand your frustration...but you have to hang in there.

What math are you taking now?
 
To start studying physics properly, you need to know at least algebra and some trigonometry. Have you gotten that far yet?
 
*edit* ooo... this post is a little long... apologies :)

You're in 8th grade (american?), I'll assume you're mature enough to sit down and cover the material you're interested in yourself. There are resources available on the internet that you can drift through until you, by some foggy way, figure out where to start.

I'll suggest checking out the "books" subforum here:

https://www.physicsforums.com/forumdisplay.php?f=21

And, if you are from an American school, then if your experience has so far been typical, your education in math and science has been atrocious (Here's hoping you had motivated teachers, but today, that's not necessarily the case...). Please, do not interpret this as meaning the material you are being taught is worthless! Ultimately, your teacher knows more than you do; by some methods, some better than others, they are honestly trying to get you to understand something. Besides, terrible things happen if you neglect school :). If you can find someone to tutor you, then all the better.

Understand that you cannot read something on math, physics, or anything useful in the world like a piece of literature. Somebody amazing made various useful things, among which are the pen and notebooks. Simply spouting something you read but don't quite understand will simply delay your understanding of whatever that something is.

I'll suggest this book to start out with math:

https://www.amazon.com/gp/product/0387967877/?tag=pfamazon01-20

There are video lectures, too. Search "MIT OCW," though at this point you may not get anything out of them. Focusing too much on the lectures could be counterproductive, until you know what in the world is going on.

I'll throw one more thing in. It's great that you're motivated! When you have covered trig, you can start something on physics... eventually, who knows? If you're on a budget, like I was (oh, how annoying book prices are!), then this book is good to purchase and work through. Derivatives and Integrals shouldn't be a problem to cover on your own in a month or two (be focused, don't just think you understand something by reading, do work yourself!). [edit for clarity: an thorough understanding of what is normally in the AP Calc curriculum can be covered in that time, not the entirety of calculus, you silly readers :P]

https://www.amazon.com/dp/0393957489/?tag=pfamazon01-20

(There is a volume 2, and an option to buy both volumes together. Check used prices.)

****Because publishers are... odd... you may rapidly collect prices for all used editions of any book here:
www.isbn.nu

--------

*edit* These are the books I listed (apologies...):
1 - Basic Mathematics (Serge Lang)
Material covered ranges from algebra to trigonometry, and some other topics. This is more effective than your typical american public/private/catholic school treatment. Can be found used for ~$30.

2 - Physics, Volume 1/2 (Hans C. Ohanian)
Material covered, if you purchase the occasionally found combined vol 1/2, includes everything in a 3-semester undergraduate physics sequence. Used copies usually sell for around $20 per edition, or $40 for the combined set.

3 - (I'm adding another...) Caculus (Spivak), for when you are thoroughly prepared. If you're like me, and feel like ramming your head through a brick wall in the presence of this book, go here (used at $25):
https://www.amazon.com/dp/0321495756/?tag=pfamazon01-20

I now place, for you, the very reachable target of accomplishing this in two years :D.

-------

Sorry if anything here is HORRIBLY MISLEADING, and correct me if I've made an error somewhere. I'm still in high school as well xD.

A final thing. On occasion, it is helpful to pick up some programming knowledge (and experience doing it!). But, it isn't healthy to ask you to spend every waking moment studying (you'll burn yourself out, etc.). Find out if there is a computer, robotics, or related club in your school, or in whatever high school you end up going to. Join that :D! Hence, I'm going to throw in two final things if you end up going the way of CS:
1 - An online lecture series on introductory CS (Check Stanford's and MIT's videos. I just found this, as well, be sure to check out it's home page: http://www1.idc.ac.il/tecs/plan.html). Often the language initially used is either Python or Java; you'll probably end up learning both.
2 - A BOOK, for when a book is desired, which may be found online by certain clever means, or else purchased used: C++ Primer Plus: https://www.amazon.com/dp/0672326973/?tag=pfamazon01-20

*edit* I've been terribly pessimistic xD. Things are understood, or else learned, in retrospect. Do some things over if you need to; never get discouraged.
 
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lisab said:
Vandium is right. Your enthusiasm is terrific, but learning math is progressive - you really must learn to walk before you can run. So, focus on your classes, even if they seem a bit boring. Believe me, I understand your frustration...but you have to hang in there.

What math are you taking now?

8th grade algebra, so far I am trying to learn a bit of high school algebra, I have been recommended very few books, which is what I want to learn, the books I was recommended are not avaliable to me.
 
I agree 100% with lompocus' post. Try reading the 3 books he mentions, it should be a good start.
 
LogicalAcid said:
8th grade algebra, so far I am trying to learn a bit of high school algebra, I have been recommended very few books, which is what I want to learn, the books I was recommended are not avaliable to me.

You're on a good pace. Take high school algebra in 9th grade, pre-calc in 10th, calc 1 in 11th, calc 2 in 12th, and you're ahead of most students already.

You'll be prepared to take calc-based physics in your freshman year of college.

Just don't burn yourself out too early.
 
  • #10
Jack21222 said:
Just don't burn yourself out too early.

I agree with this.

Vanadium, how are the books not available to you (books you've been recommended in this thread or elsewhere)?
 
  • #11
Most of the books can be downloaded on the internet. You just need to check the right places...
 
  • #12
micromass said:
Most of the books can be downloaded on the internet. You just need to check the right places...

Erm, any to recommend? I want recommendations from everyone that can give.
 
  • #13
You're on a good pace. Take high school algebra in 9th grade, pre-calc in 10th, calc 1 in 11th, calc 2 in 12th, and you're ahead of most students already.
This is a little unrealistic. I would shoot for Calc 1 in Grade 12, taking it second semester after you finish Grade 12 Pure Math. If next year in Grade 9 you can just master the really basic stuff of adding, subtracting, multiplying, dividing fractions. Then start to learn factoring and solving basic function equations and solving for slope, etc. then you will be right on track!

I'd suggest taking the AP Calculus exam in Grade 12, I did it and it was an awesome learning experience!
 
  • #14
Caramon, what exactly is pure math as a high school course? Is it the same as advanced functions in Ontario?
 
  • #15
Pure Math 30 (Grade 12) in Alberta is:
-Transformations of Functions
-Exponential and Logarithmic Functions
-Geometric Series
-Trigonometry
-Permutations and Combinations
-Statistics and Probability
-Conic Sections
 
  • #16
Yes, it is the same.
 
  • #17
Kevin_Axion said:
Yes, it is the same.

I already know all the basics, but the formulas and such of physics is what interests me, how to solve problems, etc
 
  • #18
Sorry, my post was directed to Caramon.
 
  • #19
Kevin_Axion said:
Sorry, my post was directed to Caramon.

It is no problem. To give you an idea of what I know and what I should study, ask me questions. What level I don't know how to solve, I will study.
 
  • #20
Note that the pure math class earlier mentioned is the same as what's usually covered in college algebra (usually precalc). just thought I'd throw that in there.
 
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