IMG_20190916_181631.jpg - G Grand Grand Dign mao mes Moth Review 1x largest integertis s x"n 7 smallest inkgel is > log function(2.71 = 2 13 = 13 J = 3

IMG_20190916_181631.jpg - G Grand Grand Dign mao mes Moth...

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Unformatted text preview: G Grand Grand - Dign mao mes Moth Review 1x - largest integertis s x &quot;n 7 - smallest inkgel is &gt; log function (2.71 = 2 13] = 13 J = 3 [ 2 . 7 ] = 3 . [ n - 1 ) &lt; L x ] &lt; &lt; &lt; Talentl ) log, 1 - 4 1 by = 1 log , 8 = ) log, 72 2 logo 2 - a ( log, b = 1 ) logb 2, 24 = log , x , 1 logbly log b 2 = tosa it log, &quot;1 = logba - logb My logab ( Change base) logan = logan some constant # logs in = nlogy l log 2 3 . logan ( logs ?)&quot; = log,&quot; 2 Polynomials: n + 1 , n? in3 + 2n + 4 and? + an -, &quot;+.. . + alt an - Polynomial of &quot; of degree n , an \$ 0 ( ( ( aput an f ) a t and ) itout at ) at aon multiplications Quick Sort and a additions ( Horner's Rules Ideal world : t (n) = + ( ! ) + + ( 1 ) +n ( best case) = at ( 2 ) + n = 0 / n logn ) ( average case is also 0( nlogn ) ) ( worst case ) t() = t (n-1 ) +n - ( t ln-2 ) + ( n -1 ) ) in = t ( 0 ) + 1 121 3 + +D 1 + 3+ 5 +. + ( 20-1 ) - arithmetic series = at (a + k ) + ( a + 2k ) +. + ( a t ( Al ) 6 ) = 1 ( 1 + ( dn t ) ) = n2 2 TRI MINH - TMG PRO GRAND CO., LTD...
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