【2025年理科第5問】【再生リスト】で気になる単元を確認してね!

  / imhkkry   #Mathematics #PastQuestions #UniversityofTokyo #2025 #EntranceExamQuestions ◆◆Next Video◆◆ ◆◆Previous Video◆◆   • Video   This is a sophisticated problem. The question is thoughtful and the difficulty level is just right. If you don't have the attitude of "reducing it to n-1 or n-2 cards," you won't see anything. This attitude is covered in the video introducing perfect permutations!    • 【13-15】★やや難★完全順列に巨人襲来!【再生リスト】で気になる単元を探してね!   Note: Because the focus is on explaining the solution process, writing the contents of the whiteboard exactly as they are on your answer sheet does not necessarily guarantee perfect marks.

Check out the unit you're interested in in [2025 Science Question 6] [Playlist]!
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Check out the unit you're interested in in [2025 Science Question 6] [Playlist]!

Check out the unit you're interested in in [2025 Science Question 1] [Playlist]!
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Check out the unit you're interested in in [2025 Science Question 1] [Playlist]!

Class 5|SOF IMO| Math's Olympiad| Chapter 5| Angle| Part 2| Q. 16 to 25| 2026-27.
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Class 5|SOF IMO| Math's Olympiad| Chapter 5| Angle| Part 2| Q. 16 to 25| 2026-27.

【2-1】ノリでグラフを平行移動させてないかい?【再生リスト】で気になる単元を探してね!
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【2-1】ノリでグラフを平行移動させてないかい?【再生リスト】で気になる単元を探してね!

Check out the unit you're interested in in [2019 Science Question 6] [Playlist]!
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Check out the unit you're interested in in [2019 Science Question 6] [Playlist]!

[High School Math] Why do people always mess up this 9-grid probability problem? Solve it once an...
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[High School Math] Why do people always mess up this 9-grid probability problem? Solve it once an...

[A clever problem only the smartest people will notice] Geometric problems that become easy with ...
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[A clever problem only the smartest people will notice] Geometric problems that become easy with ...

Frankreich – Spanien Highlights | Halbfinale, FIFA WM 2026 | sportstudio
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Frankreich – Spanien Highlights | Halbfinale, FIFA WM 2026 | sportstudio

From Child Prodigy to Winning Fields Medal, Nobel of Math
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From Child Prodigy to Winning Fields Medal, Nobel of Math

Der alte Grieche in deinem Taschenrechner - das Heron-Verfahren
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Der alte Grieche in deinem Taschenrechner - das Heron-Verfahren

My Golden Retriever Heals a Terrified Rescue Kitten in Just 3 Meetings!
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My Golden Retriever Heals a Terrified Rescue Kitten in Just 3 Meetings!

Most Incredible Cruise Ship Videos Ever Captured
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Most Incredible Cruise Ship Videos Ever Captured

[1 Second] The definition is changing for the first time in 60 years... what does that even mean?...
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[1 Second] The definition is changing for the first time in 60 years... what does that even mean?...

【宇宙の限界】なぜ絶対零度は「 -273℃」なのか?
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【宇宙の限界】なぜ絶対零度は「 -273℃」なのか?

[2026 Science Question 1]
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[2026 Science Question 1]

Scott Ritter: Russland gewinnt den Krieg – und das eindeutig
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Scott Ritter: Russland gewinnt den Krieg – und das eindeutig

‘Treasonous’: Trump brutally shuts down CNN’s Kaitlan Collins in humiliating confrontation
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‘Treasonous’: Trump brutally shuts down CNN’s Kaitlan Collins in humiliating confrontation

【人類はどこから来て、どこに向かうのか】国立科学博物館館長・篠田謙一/ノーベル賞受賞研究が明らかにした人類の起源/「日本人」の起源とは/「科博クラファン」の裏側と目的【EXTREME SCIENCE】
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【人類はどこから来て、どこに向かうのか】国立科学博物館館長・篠田謙一/ノーベル賞受賞研究が明らかにした人類の起源/「日本人」の起源とは/「科博クラファン」の裏側と目的【EXTREME SCIENCE】

🇯🇵天才の脳は作れます。たった3日で脳を40倍アップグレードする方法【脳科学的勉強法
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🇯🇵天才の脳は作れます。たった3日で脳を40倍アップグレードする方法【脳科学的勉強法

An AI that analyzed 3.8 quadrillion positions has been born. It's too scary how strong it is desp...
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An AI that analyzed 3.8 quadrillion positions has been born. It's too scary how strong it is desp...