Finding Products Using the Box Method
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Uploaded by gdawgrapper on Dec 1, 2008
http://www.gdawgenterprises.com
This video shows how to determine the product of polynomials using the box method. Background music from the Brandenburg Concerto by Bach.
Uploader Comments (gdawgrapper)
All Comments (17)
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thank you now i can do my hw today :)
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thank you sooo much!
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I really love the background music :)
It helps me think!
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:D this is so much easier than the FOIL method :D Yay! Thanks so much! And I love the music! LALALALAA!!!!!
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OMG THIS IS SO MUCH EASIER THAN THE BOX METHOD :D
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dickface whats up with the music i nearly fell off my chair!!!
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Im just taking a quiz about factoring trinomials and using the box method...sadly we have a student teacher and with her...her method just wont go into my head! But this helped me figure it out, thanks! And very nice music.
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actually, EXCELLENT job!
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The music reminds me of the torture music in the movie Clockwork Orange. What a horrible mistake to put this music to this video.
Zuppos123 2 months ago
@Zuppos123 In my estimation, this piece of music may be one of the top ten best ever compositions. I don't see why we should allow its terrible misuse in a movie define it negatively to us. Thanks for viewing and commenting.
gdawgrapper 2 months ago
do you always add the diagonal or do you subtract when both numbers are positive?
Strike0329 1 year ago
@Strike0329 If they are set up the way they are in the video, you would have an x term or some number times x in the lower left hand corner of the box and an x term in the upper right of the box. You add the two together. If the lower left corner term is 3x and the upper right corner term 8x, the like terms would combine to make 11x, and that would be postive 11x. Thanks for commenting.
gdawgrapper 1 year ago
thanks for helping me pass my math test tomorrow :) 5*
Do21or12Die 3 years ago
Okay, you have to tell me if you did pass the test. I did look you up as a new subscriber and think it's so cool you are a fine musician and like Rush (the rock group). I think my favorite is Subdivisions. Good luck and it's great to have you.
gdawgrapper 3 years ago