How to Do Math In Your Head : More Fast Multiplication Techniques

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Uploaded by on Feb 22, 2008

Learn more fast multiplication techniques to do in your head in this free video series. Get mental math tips from these online tutoring lessons.

Expert: Sean Salazar
Bio: Sean Salazar has taught in both Schools and Community Centers, specializing in Math and English.
Filmmaker: sean salazar

Category:

Science & Technology

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Standard YouTube License

  • likes, 18 dislikes

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  • that method doesnt work well unless the numbers youre multiplying are actually in the 90s

  • 94 x 91

    90x90 + 90(4+1) + 4x1 =

    8100 + 450  + 4 =

    8554.

    Just multiply left to right. That's the way I've always done it.

    His technique is based on the trick to find the hundreds place quickly.

    (100 - A)(100 - B) =

    (100)(100) - 100(A+B) + AB

    (100)(100 - (A+B)) + AB

    To find (100 - (A+B)), just take one number, already either A or B less than 100, and subtract the difference of the other number and 100. Put that value in the hundreds place. It's no trick. It's math.

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All Comments (88)

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  • is the beggining recorded with a potatoe????

  • Stupid method, since it's pretty much useless (or at the least very hard) for lower numbers.

  • Sacred geometry can explain and solve all of this.

  • Thanks man very usefull. Seems like we forget these things very easily

  • thanks dude i have a test tomorro and you really helped me thanks

  • @OhWowLovelyXx0 Even if the number is really big you can just break it up

    lets do 387x513.

    =387x500 +387x13=500x300 +500x87+387x13=150000+43500+30­0x13+87x13

    =150000+43500+3900+87x10+87x3=­197400+870+261=197400+1131=198­531

    and no i did not use a calculator

  • When I do these I just break them up into easier multiplications,

    For example

    91x94 = 91x90 + 91x4=8190+364=8554

  • Calculators are wonderful!

  • Ohkay. But what if the number is passed 100 like what if it's 355 do you round that to 400 or 300?!

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