Лабораторный практикум по информатике. Гурьяшова Р.Н - 96 стр.

                                                  Исходные данные
№          Формула для вычисления Z                                 Значение Z
                                                   a     b     k
       b ⋅ max( a , k 2 )    при a > 0 и a ≤ b   2      3    2        12
        2
       a − b ⋅ k             при a > 0 и a > b   4      1    3        13
13 Z = 
       b − a ⋅ k
                  2
                              при a ≤ 0 и b < 1   –2    –1    2         7
       a ⋅ b + 3k           при a ≤ 0 и b ≥ 1   –4     1    2         2
       k ⋅ min( a , b 2 )    при a < 1 и b ≤ 0   –1    –4    3        –3
       
       a ⋅ b − 3k            при a < 1 и b > 0   –1     2    1        –5
14 Z = 
       b + a ⋅ k
                   2
                              при a ≥ 1 и a < b   1      2    1         3
       b 2 − a ⋅ k          при a ≥ 1 и a ≥ b   1     –1    2        –1
       k ⋅ max( b, a 2 )     при b = 1 и a ≥ 0   3      1    2        18
       
        a ⋅ b + 2k           при b = 1 и a < 0   –2     1    2         2
15 Z =  2
       b ⋅ k − a             при b ≠ 1 и a = b   2      2    2         6
       k + a ⋅ b            при b ≠ 1 и a ≠ b   3      2    4        10
       k ⋅ min( b, a 2 )     при a ≥ 0 и b < 1   5     –4    2        –8
            2
       a ⋅ b + 2 k           при a ≥ 0 и b ≥ 1   1      2    2         8
16 Z = 
       a ⋅ k + b             при a < 0 и b = 1   –1     1    2        –1
       a + b ⋅ k 2          при a < 0 и b ≠ 1   –3     2    2         5
       k ⋅ max( a , b 3 )    при a = b и a > 1   2      2    1         8
             2
       a ⋅ k + b             при a = b и a ≤ 1   1      1    2         5
17 Z = 
       a ⋅ k − b
                  2
                              при a ≠ b и a > 0   2      3    2        –5
       b ⋅ k − a 3          при a ≠ b и a ≤ 0   –1     4    3        13
       b + min( a, k )      при b > 0 и a = b    2      2    4         4
       b + a ⋅ k 2          при b > 0 и a ≠ b
                                                 1      2    2         6
18 Z =  3
       a − k ⋅ b            при b ≤ 0 и a ≥ 1    1     –1    2         3
        k + a ⋅ b 2        при b ≤ 0 и a < 1    –1    –2    5         1
       a ⋅ max(b, k )       при b < 1 и a = 1    1     –4    3         3
       b 2 − a ⋅ k          при b < 1 и a ≠ 1
                                                 –1    –2    2         6
19 Z = 
       b ⋅ k − a
                   3
                             при b ≥ 1 и a < b    –2     1    2        10
       a ⋅ b − k 2         при b ≥ 1 и a ≥ b    2      1    2        –2
       k ⋅ min( a , b)
                    3
                             при a > 1 и b ≤ 0     5    –4    1        –4
       
       2 ⋅ k − a ⋅ b        при a > 1 и b > 0     4     2    3        –2
20 Z = 
       a ⋅ k + b
                   2
                             при a ≤ 1 и a ≠ b     1     3    2        11
       b ⋅ k − a 3         при a ≤ 1 и a = b     1     1    2         1


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