need urgent help developing a good study method!!?

Question

ok so tomorrow i have a midterm exam for my mythology class thats going to be 20% of our final grade.

there is a lot of information to know, but my professor said if we study, we should so fine.

first thing we need to know is descriptions of 38 gods and godesses

second part of the test is essay questions. he gave us some questions to go over.

i know a good nights sleep is good the night before a test. right now its a little after 10pm here in NJ.

what time should i go to bed? how should i divide up my studying between the two parts?

thanks for the help!!

Answer 1

Wow... First of all, you need to give yourself way more time for the next exam. But, you asked for help right now...

Create flashcards with each name of the gods. Then, to their backs, write down all the important information you can. Drill yourself to memorize these 38 gods.

For the second part, try the same thing. Use flashcards with the answers to memorize them--questions clearly stated on the back.

I would offer another strategy, but you wouldn't have the time to do it. Try this--it should work. Skim over your readings and use these flash card drills. And devote at least 5 hours to memorization alone--that's how long it takes to cement memorizaiton (at least by my standards). I really hope this helps.

Answer 2

Pi/four = one million - one million/three + one million/five - one million/7 + ... This implies that if you are taking every consecutive ODD numbers and upload up the reciprocals, you'll get to Pi. So allow us to anticipate 6 iterations and allow us to use X to be the accumulator: drift X = one million.zero; for (i = three; i <= thirteen; i = i + two) { X = X + (one million.zero / drift (i)); } So a ways so well? When the loop is over, we have now X because the sum. And of direction Pi is four occasions that. drift PI = X / four.zero; So all you have to do now's ask the person what number of phrases to make use of (rather of my 6), and get the ordinary numbers proper. Good good fortune. Added: Whoops. I didn't spot the ± signal difference. Yes, well seize above.

Answer 3

I have been out of school a long time but when I go back to uni one day I'm gonna try reading all the info onto a recording then playing it over and over all night.. might work?