
2.4 Multiplcation Table
Memorizing the multiplcation table is a special case. The other memory
techniques on this web site give ways to memorizing things using pictures
or other neat tricks. For example, you could, potentially,
memorize multiplication using peg words.
For 9 x 8 = 72, you could use
the peg word bee for 9, ivy for 8, and
can for 72, then think of a little story: a bee lands
on the ivy, but the ivy must be poisonous because within moments it falls
dead into a tin can placed at the bottom of the ivy (along with other
insects).
Now, is this story easy to remember? Yes! Can you think of 72 if you think
of the bee and the ivy, assuming you previously memorized the fact that
can is 72? Yes! There's just one problem here. It's
not fast enough. If we're trying to recall the capital of Pakistan, and
we use pictures in our mind, that's no problem, especially since we recall
the capital of Pakistan very infrequently. But if you were trying to
multiply some numbers on a math test, it would take forever!
So in this special case we forget peg words or other pictures and just
memorize by brute force... by saying "6 x 9 = 54" over and over again to
yourself. This is not easy! It will take a lot
longer than the other methods given in these web pages. But in this case we
have no choice. Fortunately, only a few things have to be memorized this
way... and, once you have it memorized, you have it for life!
The bottom line: Consider each memory problem on a case-by-case basis, and
decide what the best method is. Consider things like: How often does this
information need to be recalled? How quickly must it be recalled? How much
time to I have to memorize it? Is it vital that I memorize the information
perfectly, or is it okay if I miss an item or two? I can't give you a magic
table that will lay out what method should be used for what situation... it
would vary depending on the person, anyway! But if you learn a bunch of
different techniques on this web site, and if you practice
a lot, then you'll get better and better!
Document last modified
11 Mar 00. (C) 2000 by
Kevin Jay North; see also full
copyright notice & disclaimers..
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