Please tell what branch of mathematics it's from, and if possible, give an example. I want to collect a bunch of things to maybe write some simple tutorial/pointers on them.
Although I think geometry is easy, I think it's a good area to pick since it's interesting what you can do with circles and shapes and their properties, and they don't seem to teach it in schools as much as they used to anymore
Proofs and the spherical stuff.
Parrametric Parabolas finding the cartesian equasion and locus for some instance. Some with Hyperbolas and Ellipses.
Kefka's coming, look intimidating!
Have a nice day!!
Tell us all about the relationship between circles, triangles, phasers, analog functions and trigonometry.![]()
i was just helping a co-worker with some geometry a while ago, it was basic though.
seemed to have the most trouble with radicals and general formulas to find circumference, radii' diameters, right triangles, etc etc...
ive also found that there are more people re-learning the material they forgot in school than there are actually in grade school learning it.
fancy that. =/
I loved math until I got to precalculus. I don't know what happen, but I began to despise mathematics.
I began to confide in foreign language.
umm conic sections like parabolas hyperbolas ellipses and circles. I believe its algebra and geometry.
Fourier Tranformations.. God, I despise those.
The Dirac Delta Function. I don't really remember what that is, but I remember I didn't understand it at all. I learned (or didn't) it in ODEs.