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Διαφάνειες για το μάθημα "Ανάπτυξη εφαρμογών σε προγραμματιστικό περιβάλλον (ΑΕΠΠ)" της Γ' Τάξης Τεχνολογικής κατεύθυνσης Γενικού Λυκείου
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B A 45 19 45 90 9 90 180 4 360 2 720 1 720 855 68. 4. #4 / () A _ , S 0 >0 MOD2 = 1 SS+ _ * 2 DIV2 _ S A _ , > 0 MOD 2 = 1 S 0 S S+ S * 2 DIV2 69. 4.
x50 _ y y + 2 * x + 5 xx 1 _x= 0 70. 4. () ; ( ) 71. 4. _ #1
_1_100 i 1 _ I i i + 1 _ i>10 0 _1_100 72. 4. _ #2
S 0 _ SS+ _ = 0 S 73. 4. _ #3
MinMax 0 !!! . 101!!! . 0 _ > < + 1 _ 100 , , MinMax 74. 4.
x 1 10 y y + 2 * x + 5 zx 1 y, z _ 75. 4. () ; ( ) 76. 4.
11 1 21 12 77. 4. #1 _100 Sum 0 i 1 100 Sum Sum + i _ Sum _100 1+2+3+....+100 i 1 Sum0 Sum i < = 10 0 i i+ 1 SumSum +i 78. 4. #2
3 0 i11 0 iMOD2 = 1 +i_ _ 3 3 0 i11 0_2 +i_ 3 1 2 ; 79. 4. #3 3 t 1 100_5s1 / 2 * *t^2 t, s _ _100 t1 100 sec5sec =3 m/sec 2 s = .. t 2 3 t 1 t < = 10 0 S 1 / 2 * *t^2 t , S t t+5 80.
_ i 1 i 100 __ _ i 1 100 i _ _ ( ), , . . 81.
x 1100 y 1100 z 1100 3* x+2 * y-7 * z = 5 x, y, z _ _ _ _ 82. & 83. ( )
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; ; 2536037456 . 1 9 8 7 6 5 4 3 2 2555052368 2556053362 2558092460 2551026367 2575043261 2525072367 2455022318 2525057363 88. 2
2536037456 . 9 2525057363 8 2555052368 7 2556053362 6 2575043261 5 2558092460 4 2525072367 3 2551026367 2 2455022318 1 9 7 4 2 1 89.
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[ 7 ] [4] i [ 3,7 ] 4 1 8 8 5 14 35 3 14 7 9 15 8 4 31 2 3 8 24 5 9 53 3 [3,6] i j [1 ,4 , 3 ] 4 48 8 5 14 35 3 14 7 9 15 8 4 31 2 58 24 5 9 53 3 4 48 8 5 14 35 3 14 7 9 15 8 4 31 2 58 24 5 9 53 3 4 1 8 8 5 14 35 3 14 7 9 15 8 4 31 2 3 8 24 5 9 53 3 [ 3,7,3 ] i k j 91.
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10 15 20 25 30 [] K 10 i 1 5 [i] K K K + 5 _ [5] i 5 4 3 2 1 96.
:i,[10] i 110 TON , i, o [i ] _ i 1 0 1 _-1 [i ] _ _ 97.
:i,[100] : [100] i 1100 [i ] 0 [i ] _ _ 98.
:i,[5], [5] [ 1]5 [ 2]7 [ 3]14 [ 4]3 [ 5]26 i 1 5 [i] [ 6 i ] _ _ 99.
:i,[5], [5], [5] i 1 5 [i] [i ] + [i] _ _ 4 7 3 2 5 A 2 9 3 4 6 B + = _ _ _ _ _ 100.
:i,[10] ,_ i 110 _ TON ,i , o () [i ] _[i ]> 0 _ _1 i 2 10 [i]>[ _ ] _ i _ _ =,_ =,[ _ ] _ 101.
102. #1
:i,[ 10 ], : : i 110 [i ] _ 0 i 1 10 [i ]= : , i + 1 _ _ AN = 0 _ _ 103. #2
:i,[ 10 ], : i 110 [i ] _ i1 ( i [ j ] temp [ j ] [ j ] [ j-1] [j -1]temp _ _ _ _ 108.
2 8 10 6.5 10.1 5.8 ; 5 12.4 temp3 [ i ] [ i ] [ i 1] [i 1] temp3 temp2B[ i ] B[ i ]B[ i 1] B[i 1] temp2 temp1 A [ i ] A [ i ] A [ i 1] A [i 1] temp1 109.
16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 83 80 77 73 68 65 62 57 51 46 37 34 25 11 7 4 Left Right 37 ? middle 110.
51 43 18 9 8 5 9 15 6 i j 32 111. (-2)
3 2 112. 2
i= j = // // ! i 1 4 j 1 5 [ i , j ] _ _ ! j 1 5 i 1 4 [ i , j ] _ _ [4,5] 1 2 3 4 1 2 3 4 5 113.
:i,[30 0 ,2], _ _1 ! i 2 300 [i ,2]>[ _,2 ] _ i _ _ .. : [ _, 1] _ 2 1 300 299 298 ... ... 3 2 1 6 152 10 58 7 82 12 63 ... ... ... ... 11 231 8 253 114. #1
__2 : i, j , [4,5] , s s0 i14 j15 [i, j ] ss +[i, j ] _ _ s / (4*5) _ 115. #2 (. )
_ // m, n, table,col, row// sum 0 i1m row[i] 0 _ j1n col[j] 0 _ i1m j1n sum sum + table[i, j] row[ i ] row[ i ] + table[i, j] col[ j ] col[ j ] + table[i, j] _ _ // row, col, sum // _ 4 5 2 8 5 14 3 7 9 12 5 7 21 2 15 23 12 11 6 3 table[4,5] 46 27 41 25 35 24 45 50 55 174 col[5] row[4] i j 1 2 3 4 1 2 3 4 5 sum = = 116. #1
:i, j,[5,5] i 1 5 j 1 5 i=j TOTE [i, j] 1 [i, j]0 _ _ _ _ 10000 01000 00100 00010 00001 117. #2
:i, j,[3,3], [3,3], [3,3] i 1 3 j 1 3 [i, j ] [i, j ] + B[ i, j ] _ _ _ 317 934 528 352 216 634 + ___ ___ ___ 118. &
119. ( stack)
52 94 [6] 84 62 253 5 4 3 2 1 6 120. : & _ push //, , , // < +1 [ ] status status _ //, ,status // _ push _pop //, // >=1 [ ] - 1status status _ //, ,status , // _pop 121. (queue)
100 72 200 front rear 723 51 [7] 1 2 3 4 5 6 7 122. : & __//, ,rear , // rear< rear rear+ 1 [rear] status status _ //,rear ,status // __ __ //,front, rear // front = 2
_(,,, x1,x2) ( x ,y ) (, ) (, ) ( x) (, ) ( x,, ) ( x, A, N) (, ) (, ) _ ((, )) () 177. #1
: , 5 10 (, ) , _ ( x, y) :x,y,z zx xy yz _ 178. #2
:x ( , x) : , x _ (, ) : : _ 179. #3
: , ; (/) (, , , )_ ( , 1, 2, ) :, 1, 2, _ _ = 1 = 2 _ 180. # 4
( ) :[100], 1100 [ ] _ _ ( ) :[100], 1100 [ ] _ _ : [100], [100] () () () () _ 181. # 4-
_( ) : :[100], , 0 1100 + [ ] _ _ / 100 _ .: ( ) __ ( ) __ ( ) _, _ 182. # 5
(, ): : [100], : : 1 = A KAI