Теория массового обслуживания. Сивохин А.В - 102 стр.

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102
for t from 1 to m do
RyW[6, t]:=W6(t):
end do:
for t from 1 to m do
RyW[7, t]:=W7(t):
end do:
for t from 1 to m do
RyW[8, t]:=W8(t):
end do:
for t from 1 to m do
RyW[9, t]:=W9(t):
end do:
RyW;
matrixplot(RyW, heights=histogram, axes=normal,
gap=0.25, style=patchcontour);
[ 3.405400000, 3.502600001, 3.464800000, 3.481000000, 3.556600001, 3.540400000[ ],
3.540400000, 3.508000001, 3.427000000, 3.443200000, 3.432400001, 3.540400000[ ],
3.454000000, 3.562000001, 3.535000000, 3.545800000, 3.448600001, 3.448600000[ ],
3.502600000, 3.416200001, 3.497200000, 3.421600000, 3.437800001, 3.540400000[ ],
3.437800000, 3.443200001, 3.556600000, 3.491800000, 3.421600001, 3.502600000[ ],
3.416200000, 3.459400001, 3.437800000, 3.421600000, 3.427000001, 3.443200000[ ],
3.518800000, 3.556600001, 3.556600000, 3.556600000, 3.535000001, 3.437800000[ ],
3.416200000, 3.427000001, 3.529600000, 3.556600000, 3.448600001, 3.432400000[ ],
3.556600000, 3.405400001, 3.556600000, 3.529600000, 3.524200001, 3.524200000[ ]]
for t from 1 to m do
   RyW[6, t]:=W6(t):
end do:
for t from 1 to m do
   RyW[7, t]:=W7(t):
end do:
for t from 1 to m do
   RyW[8, t]:=W8(t):
end do:
for t from 1 to m do
   RyW[9, t]:=W9(t):
end do:
RyW;
matrixplot(RyW, heights=histogram, axes=normal,
gap=0.25, style=patchcontour);
    [[3.405400000, 3.502600001, 3.464800000, 3.481000000, 3.556600001, 3.540400000],
         [3.540400000, 3.508000001, 3.427000000, 3.443200000, 3.432400001, 3.540400000],
         [3.454000000, 3.562000001, 3.535000000, 3.545800000, 3.448600001, 3.448600000],
         [3.502600000, 3.416200001, 3.497200000, 3.421600000, 3.437800001, 3.540400000],
         [3.437800000, 3.443200001, 3.556600000, 3.491800000, 3.421600001, 3.502600000],
         [3.416200000, 3.459400001, 3.437800000, 3.421600000, 3.427000001, 3.443200000],
         [3.518800000, 3.556600001, 3.556600000, 3.556600000, 3.535000001, 3.437800000],
         [3.416200000, 3.427000001, 3.529600000, 3.556600000, 3.448600001, 3.432400000],
         [3.556600000, 3.405400001, 3.556600000, 3.529600000, 3.524200001, 3.524200000]]




                                             102

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