Recent content by user10921

Thank you all!

Hello I am looking for an introductory linear algebra book. I attend university next year so I want to prepare and I want to become an engineer. I have a good background in the prerequisites, except I don't know anything about matrices or determinants. I am looking for the more application side...

This actually looks like a solid book. I am surprised I haven't heard of this book before. Also I found this book on archive.org if anyone else is wondering. Thank you

Sorry for the lack of my incompetent question. Let me rephrase this to: What calc textbook will meet most of these requirements? 4.7 Calculus Finding derivatives of elementary functions, their sums, products, quotients, and nested functions. Integration as the inverse procedure to...

Just going to bump this - if my question's not clear I'm just looking for a calc 1 textbook that has nice explanations. Wondering if Courant's Volume 1 hits the mark. Thanks again.

If you have any other book suggestions then the ones I asked, it will be much obliged. Thanks in advance :biggrin::smile:

Hello, I am preparing for a physics exam which takes place next year. The scope of this test is mechanics, e&m, thermodynamics, relativity, waves, and modern physics. The exam doesn't require anything farther than Calculus 1, but it is still a rigorous exam. So I am looking for a calc 1 textbook...

It's an exam that focuses on mechanics.

Thank you for your response. I guess I'll be using that book since it has good reviews

Nothing, I was just asking for similar books like the latter I mentioned. Would these books help prepare me for the F=ma exam?

Thank you for your recommendation, but I'm looking for textbooks such as Krane and Halliday's physics 5 ed, classical mechanics by morin, etc. I just need such a textbook which is sufficient

No, I am currently not talking any physics classes so I don't have a physics textbook

Books can include some calculus as well, that is fine

I know there is quite a lot of similar posts like these but how do I prepare for this exam? I am a high schooler who has a decent amount of time. I am wondering what textbooks would prepare me. What I know is that the exam is focused on mechanics, more specifically, "A: The F=ma exam focuses on...

So once you manipulate the equation, you get $$v_b+v_r=\dfrac{AB}{a}$$ and $$v_b-v_r=\dfrac{AB}{b}$$ Using system of equations you add the two and you get $$2v_b=AB\left(\dfrac{1}{a}+\dfrac{1}{b}\right)$$ and divide by two on each side and you're left with that. Thank you for helping