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test answer keys were posted on boards behind glass. everyone else sat there and wrote stuff down for a half hour.
I took pics with the ResNet camera and was gone in under 2 minutes.
Final project in my high school AB calc class. It was the only quarter of the year that I got an A. :| Thank god..this book took forever.
미적분 { (differential and integral) calculus }과 죽은 영 { Not-being Zero(_0) }
결론
점은 넓이와 부피를 가진다.
만약, 점이 넓이와 부피가 없다면 넓이와 부피를 계산할 수가 없다.
(Conclusion)
(Dot) has not only (Area) but also (Volume).
If, (Dot) has neither (Area) nor (Volume),
we do not calculate (Area) and (Volume).
11. [ 8 Definitions of Sunya ( 0 ) ], in arithmetic of Liuhui Brahmagupta
(1/9). [ Sunya ( 0 ) ] = [ (_0) ] -> Not-being ( 0 ) = (Kha) = (Nothing)
(2/9). [ Sunya ( 0 ) ] = [ (0_) ] -> Being ( 0 )
(3/9). [ Sunya ( 0 ) ] = [ (0 State of Decrease ( 0 )
(4/9). [ Sunya ( 0 ) ] = [ (0_∞ ) ] = [ (0_00) ] -> infinitude ( 0 )
(5/9). [ Sunya ( 0 ) ] = [ (0~) ] -> Unconsciously ( 0 ) : Financial Crisis
(6/9). [ Sunya ( 0 ) ] = [ (0--) ] -> Living Dead ( 0 ) : Legal Management
(7/9). [ Sunya ( 0 ) ] = [ (#_0) ] -> Dead ( 0 ) : Bankruptcy
(8/9). [ It is no to be measured by modern physicist ] = [ (0<) ]
(9/9). [ Infinity (∞) of stop to (0<) ] = [ (∞) = (∞<) ]
Liuhui Brahmagupta (2010.08.10)
Prof. Calculus wanted to get in on the portrait theme. He wanted an instant photo.
We're Here: Portraits
They came, they partied, they burnt my calculus book. The physicists peform a quick cull of my book collection at the little eveleigh st house-warming
Tomorrow I take my dreaded Differential Equation's final. I will be happy not to have to always worry about homework and tests, but I really did enjoy this class.
Using Econ 101. Ok maybe Econ 301 at a good school like Queen's
University at Kingston, Ontario in Canada.
iPhone
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Street Art based on one of my favourite TinTin stories - "The Calculus Affair".
#SpectralLines #TinTin #StreetArt
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