very bad video. You are suppose to show us. I "didn't do it". At 1:24 I didn't get the answer. First how you got the possible ages to be 14. when I do 33-20=13 so do I have to put some secrete -1 with the equation. if yes then why and how?
at 9:10 you did the same no answer. so I could not take this video and thumb down the video and posted this comment and search for the next video.
studying so hard for my final tmr, but I having so much trouble understanding how to prove this problem, "A team plays 12 games in a 10 day period and at least one game a day. Prove that we can always find a period of days in which exactly 8 games are played", any help would be awesome
very bad video. You are suppose to show us. I "didn't do it". At 1:24 I didn't get the answer. First how you got the possible ages to be 14. when I do 33-20=13 so do I have to put some secrete -1 with the equation. if yes then why and how?
at 9:10 you did the same no answer. so I could not take this video and thumb down the video and posted this comment and search for the next video.
sorry.
equaserTV 3 months ago
studying so hard for my final tmr, but I having so much trouble understanding how to prove this problem, "A team plays 12 games in a 10 day period and at least one game a day. Prove that we can always find a period of days in which exactly 8 games are played", any help would be awesome
carson032000 9 months ago
Thank you so much for this video, I just figured out my hw problem.
DJ239 10 months ago
you only have 7 sums
s= (6,4,2,0,-2,-4,-6)
LuckynumberSlevin11 1 year ago 2
@LuckynumberSlevin11
wow, you are right!
huang602041 1 year ago
i need to do dis on my project n its KILLIN me!!! i am 12 yrs old n i still dont understand dis. AM I RETARDED???
fashionistagal01 1 year ago
So you're 12 and they're teaching me this stuff in College!?!? Tis a small world.
gamedevMike 1 year ago 6
@fashionistagal01 no, the video is over simplified, that can make things seam more complex then they really are.
perdvrabo 1 year ago
@fashionistagal01 yes
DJ239 10 months ago