MATH SOLVER | SAT | MILLIY SERTIFIKAT
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🚩 Matematikadan XALQARO va O'ZBEKISTON OTMga tayyorlanayotganlar uchun maxsus kanal !!!
⭕️ 19-yillik (2007-yildan beri) tajriba;
🎯 8 000+ natijalar;
πŸ”— Variantlar va uning yechimlari;
♻️Shaxsiy fikrlar va qiziqarli faktlar
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πŸ’€ 1-iyul sanasiga qadar barcha yil (2003-2025) variantlaridan 3-6 donadan variant ishlab tahlil qilib chiqdik, Alhamdulillah. Endi faqat va faqat maxsus tuzilgan testlarimizdan va kunlik smena savollaridan tahlil qilyapmiz. Imithongacha sanoqli kunlar qoldi, nasib barchaga talaba bo'lish baxtiga erishsin.


Siz ham biz tuzgan maxsus testlarni ishlab javoblarini commentga yo'llashingiz mumkin

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BMBA 2026 (Rustambek oqiw orayi) 14-16-iyul.pdf
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πŸ’€ Majburiy Matematika bo'yicha savollar barchasi jamlanib bormoqda ekan Rustambek o'qiw orayi jamoasiga tashakkurlar aytamiz biz esa ushbu imithon savollariga yechimni quyidagi videolarda sizga taqdim qilmoqchimiz.....


😎 Yechim - 14.07.2026 (1-smena)
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Eng muhim maqsadlaringizni biling !
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πŸ’€ Bugungi Asosiy Matematika imithonida tushgan savollarni ham ulashib boramiz:
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DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



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DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



😎 @math_solver
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DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



😎 @math_solver
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DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



😎 @math_solver
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DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



😎 @math_solver
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#dtm26

DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



😎 @math_solver
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#dtm26

DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



😎 @math_solver
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#dtm26

DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



😎 @math_solver
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#dtm26

DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



😎 @math_solver
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DTM MATEMATIKA ASOSIY -16.07.2026 (2-smena)



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Yaxshi savol tushibdi ekan, qiyin emas ekan, asosan o'xshashlikdan boring.....
Bu ham go'zal savollardan........
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Savolni "it"i mi yoki "it"ni savolimi?
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MATH SOLVER | SAT | MILLIY SERTIFIKAT
Bu ham go'zal savollardan........
Yechim so'rashgandi.....


*️⃣ Tuzatish :
Bu yerda faqat f(x) funksiyaning grafigi berilgan bo'lsa, o'suvchi oraliqdagi qiymatlar {x1, x4, x8, x9} kiradi.
Agarda f`(x) grafigi berilgan bo'lsa, unda musbat (Ox o'qidan yuqoridagi) qiymatlar {x1; x2; x9; x10} kiradi
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