Recent content by kscribble

If I have a powder, when I dissolve that powder into solution, will it become very small fine particles in the water? so that if I coat it on something, it will become a very small thin layer when I dehydrate that compound?

That's not an option unfortunately, my curriculum says I only need to take Calc 1, Calc 2, and Diff EQs It just comes down to this: how much of Diff EQs relies on the Calc 2 material?

You need to change yourself... In my opinion, most of my classmates suffer from caring SOOOOoooo much about their grades. It's really the least important thing. If you KNOW you can do something, and you did it to the best of your ability, it doesn't matter what grade you got. For example...

Nope :( It skips Calc 3, and we're done with math after Diff. Eqs :P

I want to do Chemical and Materials Engineeringedit: Syllabus: "First-order differential equations, second-order linear equations, eigenvalues and eigenvectors of matrices, systems of first-order equations, stability and qualitative properties of nonlinear autonomous systems in the plane...

Next year I'll be entering my first year in college, and I'm not sure if I should skip Calculus 1 and Calculus 2. I have both credits from my AP scores, I'm much more confident in my Calc 1 skills than Calc 2, because I don't really remember anything from series and sequences really... I'm...

very interesting... i really never thought of it like that. damn, thank you! you really know your stuff :)

This question is about the surface area of a function defined as f(x) rotated around the x-axis Now I understand how the ACTUAL integral works to find the surface area, but I'm wondering why a different integral wouldn't work... \int [SIZE="3"]2\pi*f(x) dx wouldn't this add up the...

thank you! i understand it now :)

I'm doing an experiment on periodic motion using a spring and a mass on the end. My teacher wants us to graph T^2 and mass, but i don't understand we don't just graph T. I hope someone understands what I mean :smile: