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ู†ุญู† ู†ุณุชุฎุฏู… ู…ู„ูุงุช ุชุนุฑูŠู ุงู„ุงุฑุชุจุงุท ู„ุชุญุณูŠู† ุชุฌุฑุจุฉ ุงู„ุชุตูุญ ุงู„ุฎุงุตุฉ ุจูƒ. ุจุงู„ู†ู‚ุฑ ุนู„ู‰ "ู‚ุจูˆู„ ุงู„ูƒู„"ุŒ ุฃู†ุช ุชูˆุงูู‚ ุนู„ู‰ ุงุณุชุฎุฏุงู… ู…ู„ูุงุช ุชุนุฑูŠู ุงู„ุงุฑุชุจุงุท.

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๐™ผ๐™ฐ๐šƒ๐™ด๐™ผ๐™ฐ๐šƒ๐™ธ๐™บ๐™ฐ

Assalomu aleykum hurmatli Matematika ixlosmandlari ๐Ÿ’ก Ushbu kanalimiz orqali matematikadagi qiziqarli, noodatiy va muammoli masalalar va ularning yechimlari bilan tanishasiz... ๐Ÿ’ป Kanal admini: @F_Suxrobjon

ุฅุธู‡ุงุฑ ุงู„ู…ุฒูŠุฏ
ู…ุดุงุฑูƒุงุช ุงู„ุฅุนู„ุงู†ุงุช
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ุงู„ู…ุดุชุฑูƒูˆู†
+124 ุณุงุนุงุช
+247 ุฃูŠุงู…
+230 ุฃูŠุงู…

ุฌุงุฑูŠ ุชุญู…ูŠู„ ุงู„ุจูŠุงู†ุงุช...

ู…ุนุฏู„ ู†ู…ูˆ ุงู„ู…ุดุชุฑูƒ

ุฌุงุฑูŠ ุชุญู…ูŠู„ ุงู„ุจูŠุงู†ุงุช...

@matematik_ong Ushbu kanal matematikaga qiziquvchilar uchun va undan tashqari turli xil olimpiadaga tayyorgarlik kรฒrayotganlar uchun mรณljallangan. Asosan IGO ( Iranian Geometry Olympiad) va oktabr noyabr oyidagi fan olimpiadalariga tayyorgarlik uchun.
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๐Ÿ†๐Ÿ†๐Ÿ† SIZ  TUMAN , VILOYAT, RESPUBLIKA OLIMPIADALARIGA , IMO  GA  SARALASH  BOSQICHIDA QATNASHISHNI va ๐Ÿฅ‡๐Ÿฅˆ๐Ÿฅ‰ MEDALLARNI OLISHNI  ISTASANGIZ , BIZNING KANAL AYNAN SIZ UCHUN โ—๏ธ ๐Ÿ†๐Ÿ†๐Ÿ†  โœ… KANALIMIZ LINKI https://t.me/Math_blog_Bahriddinov โœ… BIZNING KANAL 8-9-10-11 - SINFLAR va TALABALAR hamda OสปQITUVCHILAR UCHUN โ—๏ธ โœ… KANALIMIZDA XALQARO TURDAGI MATEMATIKA OLIMPIADA ALGEBRA SONLAR NAZARIYASI GEOMETRIYA KOMBINATORIKA Yoสปnalishida savollar va ularning yechimlari tashlab boriladi HAFTA VA OY MOBAYNIDA XALQARO TURDAGI OLIMPIADALAR STANDARTI SHAKLIDA OLIMPIADALAR OสปTKAZIB BORILADI
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#Masala S={1,2,3,..., 10} to'plamning kesishmaydigan (bo'sh bo'lmagan) qism-to'plamlari juftliklari sonini 1000 ga bo'lgandagi qoldiqni toping. @brilliant_mathematic
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ุฅุธู‡ุงุฑ ุงู„ูƒู„...
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โš™๏ธOlimpiadaga qiziquvchi barcha yoshlarni bu kanalga รตtib olishlarini sรตrardim chunki bu kanalda : โœ…Olimpiada kitoblari testlar. ๐ŸŽš๏ธ milliy sertifikatga tayyorgarlik testlarni. โญ๏ธFan olimpiadasi uchun tayyorgarlik. โœ…Xalqaro olimpiada savollari . โœ…Al-Xorazmiy olimpiadasi uchun ham testlari bor kanal: ร•tib olamizโšช๏ธ @Olympics_Channel ๐Ÿ”‚
ุฅุธู‡ุงุฑ ุงู„ูƒู„...
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ุฅุธู‡ุงุฑ ุงู„ูƒู„...
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ุฅุธู‡ุงุฑ ุงู„ูƒู„...
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โšก๏ธSolution to P2 โšก๏ธAuthor: @F_Suxrobjon Take a homotety H with scale k<1, H(ABC)=APQ. P', Q' and X', Y' are points such that H(PQ)=P'Q' and H(XY)=X'Y'. So we can easily see that PX'QX and PY'QY are cyclic. So they are isosceles, because PX'//BQ and QY'//CP from homotety. Then XX'=PQ=YY'. AX-AX'=AY-AY' AX(1-k)=AY(1-k) AX=AY @brilliant_mathematic
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ุงุฎุชุฑ ุฎุทุฉ ู…ุฎุชู„ูุฉ

ุชุณู…ุญ ุฎุทุชูƒ ุงู„ุญุงู„ูŠุฉ ุจุชุญู„ูŠู„ุงุช ู„ู…ุง ู„ุง ูŠุฒูŠุฏ ุนู† 5 ู‚ู†ูˆุงุช. ู„ู„ุญุตูˆู„ ุนู„ู‰ ุงู„ู…ุฒูŠุฏุŒ ูŠูุฑุฌู‰ ุงุฎุชูŠุงุฑ ุฎุทุฉ ู…ุฎุชู„ูุฉ.