
While I do not study for math tests, I do believe that it is possible to do so. If I did study, I would probably do various exercises found in the back of the book in the Extra Practice sections. Also, I would reread the sections covered, to make sure I had a full grasp of any way that the problems oculd be twisted in strange manners. The strange bits are the ones most often seen on tests, and of course they being strange, they weren't covered in the normal class lectures. Thus they aren't readily understandable and the questions containing them are easily missed. So, familiarizing myself with them would be the best way for me to study.
It is of my opinion that the current ways lectures are run are sufficient for me to learn math. However, there's one crucial area where this plan fails time and time again. It is too lax. Certain students are able to freely disrupt the classroom and bringing the entire group down, wasting the day. And as we learned last year, wasted days add up and instead of being three-fourths of the way through the book at the end of the year, you find yourself only halfway done. So I propose that the current methods be kept, but a tighter rein is enacted on the tomfoolery during the class hour. Homework levels are already more than sufficient, and perhaps more on math theory could be included, but apart from the whole letting-Eric-ruin-fifth-hour, everything is groovy.
(I love that line. It'll probably give me a steady B in math class, but it is worth it.)