april 20something is not very far away; it's possible to improve certain textbook skills in that kind of timeframe, but the problem is that you don't need only textbook skills; you have to know them well enough so that you can make
lateral connections between them, i.e., so that you can quickly see what is related to what else (in unfamiliar-looking problems). those kinds of connections are very difficult to improve substantially in that short a timeframe.
therefore,
your quant studying should be primarily focused on backup methods -- plugging methods (VIC and backsolving), estimation, and DS plugging.
for a refresher on these methods (except estimation, which i haven't discussed in the study hall yet), watch the FEBRUARY 4, 2010 study hall at this address:
http://www.manhattangmat.com/thursdays-with-ron.cfmthese methods are *easily* the single most important thing that you can learn in quant. in fact, if you took two identical students and taught student #1 only textbook methods for six whole months, while teaching student #2 only backup methods for 4-6 *weeks*, i would bet serious money on the student #2 to realize a greater improvement.
here's what you should do:
* watch the video
* go to the og problem solving section
* start somewhere in the middle (say, question 80-100ish) -- there's not much point in using backup methods on the problems at the very beginning of this section
* try to use ONLY BACKUP METHODS on each problem. i.e., even if you are totally ok with the textbook solution to the problem, *DO NOT* use it; you need to force yourself to try using backup methods. they aren't familiar at first -- you don't generally use them in school, since school tests are usually not multiple-choice -- so you will need some serious practice before you get into the groove of using them.
if you become skilled at using the backup methods, you will find that they solve at least 50-60% (!!) of all the problems in the problem-solving section, especially the harder ones (the ones that appear toward the end of the OG).