Uchinchi kategoriyaga qavs deb ataladigan ( , ) simvol kiritiladi.
Mulohazalar hisobida boshqa simvollar yo’q.
Mulohazalar hisobining formulasi deb mulohazalar hisobi alfaviti simvollarining ma’lum bir ketma-ketligiga aytiladi.
Formulalarni belgilash uchun lotin alfavitining katta harflaridan foydalanamiz. Bu harflar mulohazalar hisobining simvollari qatoriga kirmaydi. Ular faqatgina formulalarning shartli belgilari bo’lib xizmat qiladi.
Endi formula tushunchasi ta’rifini beraylik. Bu tushuncha quyidagicha aniqlanadi:
1) har qanday o’zgaruvchilarning istalgan biri formuladir;
2) agar va larning har biri formula bo’lsa, u holda (![](data:image/png;base64,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) 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) ), 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) 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) ),
( ) va lar ham formulalardir.
3) boshqa hyech qanday simvollar satri formula bo’la olmaydi.
O’zgaruvchilarni elementar formulalar deb ataymiz.
Do'stlaringiz bilan baham: |