Will probably revamp the layout on this site now that I have more time. I scanned my math notes, and KI+Phys should be proceeding soon. I think the KI notes will be most useful, if I can publicize them anyway. Will probably drop by school to let the juniors know. Only problem is, I don't know how I should arrange them on this site without the layout looking horrible (it already looks pretty bad). Maybe I should beg Jean-Pierre Levac at Codevibes for help.
I've moved all of my file hosting to Google Sites (+1) after the hosting problem. It's awesome, and I uploaded all 30MB of my math notes. To shame with Windows SkyDrive, which lags and changes the file URL every 2 days or something for security reasons I'd suppose (-1).
For now, I'll just leave their links here.
-Preliminaries I: Partial fractions, remainder/factor theorems, numbers, indices/surds/logarithms, inequalities and absolute functions .pdf
-Preliminaries II: Trigonometry and system of linear equations .pdf
-Graphs I: Simple graphs and curve sketching .pdf
-Graphs II: Transformation and conics, differentiation (techniques and application) .pdf
-Integration, area/volume, and differential equations .pdf
-Series and sequences: AP/GP, Recurrence, Maclaurin's .pdf
-Vectors .pdf
-Complex numbers .pdf
I don't really like this order though. Personally I study complex numbers and vectors first, then series and sequences, integration, then differentiation, then all the graphs and preliminaries... meh...
P.S.: I picked up Classical Mechanics (Goldstein, Pole & Safko) starting yesterday... and died. The title is misleading. I think I need to backtrack to the missing math.
I've moved all of my file hosting to Google Sites (+1) after the hosting problem. It's awesome, and I uploaded all 30MB of my math notes. To shame with Windows SkyDrive, which lags and changes the file URL every 2 days or something for security reasons I'd suppose (-1).
For now, I'll just leave their links here.
-Preliminaries I: Partial fractions, remainder/factor theorems, numbers, indices/surds/logarithms, inequalities and absolute functions .pdf
-Preliminaries II: Trigonometry and system of linear equations .pdf
-Graphs I: Simple graphs and curve sketching .pdf
-Graphs II: Transformation and conics, differentiation (techniques and application) .pdf
-Integration, area/volume, and differential equations .pdf
-Series and sequences: AP/GP, Recurrence, Maclaurin's .pdf
-Vectors .pdf
-Complex numbers .pdf
I don't really like this order though. Personally I study complex numbers and vectors first, then series and sequences, integration, then differentiation, then all the graphs and preliminaries... meh...
P.S.: I picked up Classical Mechanics (Goldstein, Pole & Safko) starting yesterday... and died. The title is misleading. I think I need to backtrack to the missing math.
No comments:
Post a Comment