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tarek99
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after15
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bmwhype2
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tarek99
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ok then, well it is an excellent strategy when you're multiplying, but when you have to go backwards, such as finding the square root or cube root, then that's when you will get into the risk of wasting time. I had a gmat teacher from the columbia business school, who suggested memoring the squares all the way to 32 and the cubes all the way to 20. i think that will help us computing our numbers much faster. just thought to share this with you guys.
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The more we memorize the better, I guess. That should give us some extra valuable seconds.

I've also memorized 8!, 7!... 3! so that I don't have to think to about it.

I've memorized the primes from 2-47, do I need more?

I 've been wondering about this too. What other stuff should we memorize? Bring it on. There's alway more stuff I can memorize on my way to work...

Good luck all.
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for primes, i would memorize from 2 all the way to 113. i'll list them down for you:

2
3
5
7
11
13
17
19
23
29
31
37
41
43
47
53
59
61
67
71
73
79
83
89
97
101
103
107
109
113

i'm dead serious about this list. i've memorized this and so should you :)
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one of the oddball things i memorized was the 2 divisibility rules of 7, because one of the challenge questions asked about it.
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tarek99
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bmwhype2, what are those rules? lets make this thread full of tricks, memorizing tips, and etc. i'm sure this can be a really interesting one!

something else that i would like to add. also memorize the square roots of 5 to 10.

those can be helpful when dealing with a problem that would make use subtract such numbers from another. i'm assuming that you guys already know your square roots from 1 to 4...heheheh....
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