Added: 3 years ago
From: whynvme1
Views: 16,734
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  • 1:42 lol@BAD triangle

  • God Bless you old man.

  • now why can't my teacher explain it like that?? thanks, great video!

  • Thankyou! It was wonderfully explained and very easy to follow.

  • absolutely brilliant, thankyou thankyou thankyou :)

  • This is the best and most simplest way of proving the law. Excellent work!

  • Orange, lemon and ultra violet. Thank you.

  • you are a genius mate! good work

  • my intuition thanks you

  • The best proof yet...better than that "Khan dude....peace be with you

  • MAAAN SO COOL, THIS IS AN AWESOME PROOF!!

  • you lost me why didn't you just call b-x ... y? that would be less confusing

  • excellent video & well explained :-)

  • absolutely <3 your accent ahaha 'pythag-oras the-orum' and "substitute it in the equa-zion" xD

  • thank you so much! now i have a chance at passing my math test tomorrow!

  • 4:37 mindblown

  • only half of a success. because drawing a unitcircle over the angle A would have proven useful.

    and also exploring this case with what if we draw the line h from angle C, wouldve been interesting

    but thanks anyway

  • @frostwow even though you draw h from angle c, or whatever other angles, it doesn't matter.

  • this is the best video ever.

  • Thank you so much!!! This video deserves 1,000,000 views haaaaa

  • Thanks a bunch, really helped me out..

  • THANK YOU! maths homework Done!

  • Brilliant! Short and simple. Thank you very much.

  • haaaaaaaaaaaaaaaaaaapppppppppp­pyyyyyy!

  • So you equate the two right angled triangle's pythagoras theorems to remove h, and use cosine to remove x. Thanks!

  • 5,461 people have watched this video and growing

  • @roarmaster2

    i finished watching the video and it grew to 5,466

  • Beautifully explained :), im so happy i can cry. Thank you so much!!!!

  • Thanks A LOT!!!!!!

  • Very well done!

  • Great video, thanks

  • really helpful...thanks

  • So lucid !

  • that was really helpful thanks

  • Explained really well! Should definitely help with my Oxford Maths Entrance Exam! Cheers!

  • A nice proof thank you!

  • Using his triangle you can write h/c = Sin A and h/a = Sin C. Thus we can write, h=c Sin A and h=a Sin C. Or, c Sin A = a Sin C. This can be rewritten in the familiar form a/Sin A = c/Sin C. Hope that helps.

  • @britecho and to get the other part frop the perpendicular in a different direction

  • Thank you, helped out a lot!

  • Great Video, very helpful thanks!

  • excellent explanation

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