1.6. Munosabatlar kompozitsiyasi
A={a,b,c}, B={1,2,3}, C={α,β,γ} to‘plamlarda aniqlangan vа binаr munosаbаtlаrning kopаytmаsi yoki kompozitsiyasi topilsin:
1.6.0.
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R1={(a,2),(a,3),(b,1),(c,2)}, R2={(1,α),(2,α),(2,β), (3,γ)}
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1.6.15.
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R1={(a,3),(a,2),(a,1)}, R2={(2,γ),(1,α),(1,β)}
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1.6.1.
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R1={(a,3),(b,2),(c,1),(c,2)}, R2={(1,β),(2,α),(3,β), (3,γ)}
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1.6.16.
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R1={(a,3),(a,2),(a,1)}, R2={(1,γ),(3,α),(1,β)}
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1.6.2.
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R1={(a,1),(a,3),(c,1),(c,3)}, R2={(2,α),(2,γ),(1,β), (3,α)}
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1.6.17.
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R1={(a,3),(a,2),(a,1)}, R2={(1,γ),(1,α),(3,β)}
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1.6.3.
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R1={(a,2),(b,1),(c,3)}, R2={(1,β),(2,β), (3,α)}
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1.6.18.
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R1={(a,3),(a,2),(a,1)}, R2={(3,γ),(2,α),(2,β)}
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1.6.4.
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R1={(a,3),(b,2),(c,1)}, R2={(1,γ),(2,α),(3,α)}
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1.6.19.
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R1={(a,3),(a,2),(a,1)}, R2={(2,γ),(3,α),(2,β)}
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1.6.5.
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R1={(a,2),(b,3),(c,1)}, R2={(1,γ),(2,β),(3,α)}
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1.6.20.
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R1={(a,3),(a,2),(a,1)}, R2={(2,γ),(2,α),(3,β)}
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1.6.6.
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R1={(b,3),(b,2),(b,1)}, R2={(2,γ),(2,α),(2,β)}
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1.6.21.
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R1={(b,3),(b,2),(b,1)}, R2={(3,β),(1,α),(1,β)}
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1.6.7.
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R1={(a,1),(a,2),(a,3)}, R2={(3,γ),(3,α),(3,β)}
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1.6.22.
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R1={(b,3),(b,2),(b,1)}, R2={(3,β),(1,α),(1,γ)}
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1.6.8.
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R1={(c,3),(c,2),(c,1)}, R2={(1,γ),(1,α),(2,β)}
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1.6.23.
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R1={(b,3),(b,2),(b,1)}, R2={(3,β),(1,α),(1,β)}
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1.6.9.
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R1={(c,3),(c,2),(c,1)}, R2={(2,γ),(2,α),(2,β)}
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1.6.24.
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R1={(b,3),(b,2),(b,1)}, R2={(3,β),(2,α),(2,β)}
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1.6.10.
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R1={(c,3),(c,2),(c,1)}, R2={(3,γ),(3,α),(3,β)}
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1.6.25.
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R1={(b,3),(b,2),(b,1)}, R2={(3,β),(2,α),(2,γ)}
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1.6.11.
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R1={(a,3),(a,2),(a,1)}, R2={(1,γ),(1,α),(1,β)}
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1.6.26.
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R1={(b,3),(b,2),(b,1)}, R2={(2,β),(2,γ),(3,α)}
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1.6.12.
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R1={(a,3),(a,2),(a,1)}, R2={(2,γ),(2,α),(2,β)}
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1.6.27.
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R1={(b,3),(b,2),(b,1)}, R2={(3,β),(3,α),(2,γ)}
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1.6.13.
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R1={(b,3),(b,2),(b,1)}, R2={(1,γ),(1,α),(1,β)}
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1.6.28.
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R1={(b,3),(b,2),(b,1)}, R2={(1,β),(3,α),(3,γ)}
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1.6.14.
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R1={(b,3),(b,2),(b,1)}, R2={(3,γ),(3,α),(3,β)}
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1.6.29.
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R1={(b,3),(b,2),(b,1)}, R2={(3,β),(3,γ),(2,β)}
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0-topshiriqning ishlanishi.
1.6.0. vа binаr munosаbаtlаrning kopаytmаsi yoki kompozitsiyasi,
kabi aniqlanadi, shunga ko‘ra:
{(a,2);(a,3);(b,1);(c,2)} {(1,α);(2,α);(2,β);(3,γ)}=
={(a,β);(a,α);(a,γ);(b,α);(c, α);(c, β)}
2-usul. R1 va R2 munosabatlarni quyidagicha chizmalarda ifodalab olamiz:
A to‘plam elementlarini B to‘plam elementlari orqali C to‘plam elementlari bilan bog‘lash mumkin bo‘lgan yo‘llarning uchlaridan iborat bo‘lgan to‘plamga R1 va R2 munosabatlarning kompozitsiyasini tashkil qiladi.
Do'stlaringiz bilan baham: |
