至高の整数問題【大学への数学 最難Dランク】
I taught this as a new cram school teacher! This is an integer problem that was asked at Chiba University School of Medicine in 2010. It was ranked D (the most difficult) in university math, but if you know the weaknesses of square numbers and exponents, it's surprisingly easy to solve! P.S. Today's Paschale is here https://note.com/pfsbr123 The answer to the last homework is here! (I talked about it in a collaboration video with Kantaro) • パスラボ宇佐見さん登場 整数問題 The integer problem from the Mathematics Olympiad is here (a problem using mod8) • 伝説の数学オリンピック 整数問題【鮮やかすぎる新解法】 ~~~~~~~~ ■ Passed the entrance exam to Tokyo University as a current student → My super strategic study method to enter medical school with top grades (by Usami Tensui + PASSLABO) https://amzn.to/2FOboO3 You can also purchase it at bookstores nationwide. ■ Early bird bonus receipt form (until October 24, 2020) https://forms.gle/hENMLjpHi9E6tdeUA ↑ You can only receive your bonus from this form. Please fill it out after you receive the book. ■Signed book giveaway event (Until October 3, 2020) https://twitter.com/todai_igakubu/sta... ■Click here for a preview https://twitter.com/todai_igakubu/sta... ~~~~~~~~~~~~~~~~~ ■10 minutes in the morning exam study cafe from the University of Tokyo's Faculty of Medicine Subscribe to PASSLABO's channel → / @passlabo ■A must-see for those who want to study with University of Tokyo students! Click here to register for the official LINE@ → http://line.me/R/ti/p/@subaru_todai (Study methods and Q&A will be broadcast on LINE LIVE!!) ====== [Your comments may be reflected in the video!] If you have any questions or requests for explanations, please post as many as you like. I'll check them one by one and make videos of the ones that are useful ^ ^ ====== ■For those who want to know all about how to study from a deviation score of 43 to passing the entrance exam to Tokyo University → https://amzn.to/2GRW3tL ■Official Twitter is here → / todai_igakubu =========== ■PASSLABO member information (note) *Check out the notes of members you're interested in!! "1" Usami Subaru Tokyo University Faculty of Medicine / PASSLABO Director → https://note.mu/pfsbr123/n/nb6fe7782cef8 "2" Kuanai Waseda / PASSLABO Cutting Captain → https://note.mu/pfsbr123/n/n5f377ebad8d2 "3" Aidaman Tokyo University Reversal Pass / PASSLABO Singing Brother → https://note.mu/pfsbr123/n/n410cc19c6d54 "4" Kumatan Dropped 1 point in the Faculty of Letters at the University of Tokyo? /PASSLABO Healing Character → https://note.mu/pfsbr123/n/n429b06b1d9b4 =========== #PASSLABO #From the University of Tokyo Faculty of Medicine #See the description column♪ Posted almost every day at 6:30am! Let's do some morning activities together with videos

旧帝大模試対策 整数問題【王道vs時短テクニック】

【正答率1%】海外で50万再生超えの整数問題が衝撃すぎたww

【受験生必見】1時間で数学の解答率がグッと上がる授業
![[Correct answer rate is extremely low] Can you solve the most terrifying integer problem?](https://i.ytimg.com/vi/B8sHhZRajO4/hqdefault.jpg?sqp=-oaymwEjCNACELwBSFryq4qpAxUIARUAAAAAGAElAADIQj0AgKJDeAE=&rs=AOn4CLAjANQJk1d4eCOuYtqyU8DR2BS2Mw)
[Correct answer rate is extremely low] Can you solve the most terrifying integer problem?

バカ正直に『判別式?』事故るぞ!ゴリ押し勢、全滅。整数問題の本質を見て【2次方程式・難関大入試編】
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[The world's three most difficult examinations] Can Gento get a perfect score in India's test "JEE"?

高2で東大模試全国1位。伝説の天才が挑む生命科学の世界【岡田康志×堀江貴文】

The clash of American greats | Hikaru Nakamura vs Wesley So

【良問】一橋大学の問題に挑戦してみた【整数】

【海外の反応】ペラペラ外国人が日本語の疑問を全部ぶつけてみた【ゆる言語学ラジオ】
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[Mathematics Reference Book] A lecturer from Tokyo University introduces the next mathematics ref...

合否を分ける整数問題①【高1でも解ける難問】(2023 慶應義塾大 改)
![[Tokyo University vs Hitotsubashi University] Probability is fun!!!](https://i.ytimg.com/vi/wTQd0Yn9F3U/hqdefault.jpg?sqp=-oaymwEjCNACELwBSFryq4qpAxUIARUAAAAAGAElAADIQj0AgKJDeAE=&rs=AOn4CLAKXEYYMmExjuyR-TQ7c32Oie5GBQ)
[Tokyo University vs Hitotsubashi University] Probability is fun!!!

【九大】入試問題の誘導をなくしてみても良問だった件【鶴崎】【数学】
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[A collaboration with Gento Kono!] A thorough explanation of the revolutionary new mathematics te...

【超難問】ラングレーの問題を数学最強メンバーに解かせたら何時間で解けるのか?

未解決の超難問である双子素数予想がヤバすぎる!素数の間隔が2の素数の組は本当に無限に存在するのか?【ゆっくり解説】【ゆっくり解説】
![[Thunder Beast] Three Nada University graduates solve the most difficult Tokyo University Mathema...](https://i.ytimg.com/vi/dwP5qciEORc/hqdefault.jpg?sqp=-oaymwEjCNACELwBSFryq4qpAxUIARUAAAAAGAElAADIQj0AgKJDeAE=&rs=AOn4CLD97tIzfEHdgUjsiPGOnCEhjeTOuA)
[Thunder Beast] Three Nada University graduates solve the most difficult Tokyo University Mathema...
![[0% correct answer rate] Integer problems that train your thinking](https://i.ytimg.com/vi/OeD5Tiz9upo/hqdefault.jpg?sqp=-oaymwEjCNACELwBSFryq4qpAxUIARUAAAAAGAElAADIQj0AgKJDeAE=&rs=AOn4CLDVhtB7-Y3T4vl68qLlyFb4bi9ZJw)
[0% correct answer rate] Integer problems that train your thinking

