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Math: What exactly to memorize?


Guest Rachaeljanae
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Guest Rachaeljanae

I'm wondering, what exactly should we memorize for math? I lean toward memorizing just the multiplication fact up to 10, can anyone give me a good reason why we need to go to 12 or 15? And what other facts/rules are important to be memorized BEFORE algebra?

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The deeper concepts are understood, the less there is to "memorize." Personally, I would prefer that the multiplication table be learned by extensive practice rather than memorized by rote.

 

I vote for knowing the multiplication table up to 12 at the very least, though up to 15 seems to come in handy, especially the squares.

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The deeper concepts are understood, the less there is to "memorize." Personally, I would prefer that the multiplication table be learned by extensive practice rather than memorized by rote.

 

I vote for knowing the multiplication table up to 12 at the very least, though up to 15 seems to come in handy, especially the squares.

 

:iagree:

 

The 12 times table is useful for converting inches to feet. The 16 times table is useful for converting ounces to pounds. But I would not make a child memorise those, just convenient to know off the top of my head.

 

ETA: order of operations need to be memorised. It is easy to make mistakes on order of operations.

Edited by Arcadia
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Besides multiplication, I have had my kids memorize:

 

Common conversions (oz/lb/ton, in/ft/yds/miles, cups/pints/quarts/gallons, every common metric measurement etc..)

Common fraction to decimals (half, thirds, fourths, fifths, eighths, tenths)

Pi

Formula for circumference and area of a circle

Formula for area of a triangle (rectangles, etc... are easy enough to figure out)

 

I can't think of anything else, though I'm sure there is more.

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