Tuesday, 18 October

Soffice.bin, 3:58 PM

Untitled4 - OpenOffice.org Writer

 S(2^k+1) = S(2^k) + k+1*2^k) ( ) ( 1 1
S(2^ ( ) (k+1)) =
+ (1+1)*(2^1)
=
= (k+1)*2^k +2*2^1
2^2 2^(k+2) + k*2^k+2) (

Soffice.bin, 4:10 PM

Untitled3 - OpenOffice.org Writer

n(n^k) n <= c(n^(k+1)
n^k+1) ( <=

Soffice.bin, 4:11 PM

Untitled3 - OpenOffice.org Writer

c
)

Soffice.bin, 4:11 PM

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Number 6
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Soffice.bin, 4:13 PM

Untitled1 - OpenOffice.org Writer

x^2+1) ( /x+1) ( <=x c *
x^2/x +1 ) (( ) ( ) <= x^2+x^2) ( /x <= 2x^2/x) ( ) (
2x<=cx for x >=2

Soffice.bin, 4:15 PM

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Number 5
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Soffice.bin, 4:19 PM

Untitled4 - OpenOffice.org Writer

) -1 -1 1
=
+ 2^k
= k 2 +2^k k+1 (2^k)
+1-1 2
2
+1
(k+1)* 2 (2^k) )

Soffice.bin, 4:28 PM

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blah\
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