Added: 3 years ago
From: MuchoMath
Views: 6,920
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  • Get to work Erin! Go for the "A"!

  • Well... I really like your youtube username aha :)

  • Your are the best math teacher and thanks for your help!

  • can you pls.. solve a higher no. i

    

  • thanks dude you're enthusiasm and easy to get explanation helped me understand this, i probably don't even have to go to class later this evening :DD

  • YOUR AWESOME I GET IT

    I wish you were my math teacher :[

  • wow brutal! the best teacher!

  • why always denominator can be cancelled? how about the numerator anyway? on the third example..

  • YOUR THE BEST TEACHER EVER!!!!

  • awesome thanks, helps for those who can't remember steps

  • Ugh this is so obnoxious, why did you think making this into some play would make it more engaging?  I can't focus on the problems with the annoying voice acting and mentioning of kung fu. Thanks for the effort I guess

  • awesom video man keep up the good work fun fun fun yo!

  • thumbs up!

  • Wow people can be rude, no names, but anyhow, I am taking algebra and I am teaching myself mostly and with help from kind people like you and I loved how you did the video. Thanks very helpful.

  • for the part where u said it works for any # what about the # 16

  • @SuperGaara1 If you sum the digits to any number and this sum is divisible by 3 then the number is divisible by 3. The number 16 is not divisible by 3 since 1+6=7 and 7 is not divisible by 3. Let's look at 1,458. Notice when you add the digits together we get 1+4+5+8 which equal 18. Since 18 is divisible by 3, this means 1,458 is divisible by 3. This always works! Kung Fu math!

  • Very helpful and easy to understand, thank you. :)

  • Glad I could help. Go for the "A"!

  • Yeah, I know my voice is annoying :) What do you expect, I'm a math teacher :) Anyway, I hope the video helped.

  • Thanks for this video it helped me!

  • wow nice tech the kung foo chop works great thanks

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