【慶應義塾高校】難しい素因数分解のコツを徹底解説｜入試問題・過去問で学ぶ高校受験数学

#HighschoolEntranceExam #KeioHighSchool #PrimeFactorization #MathematicsExplanation #EntranceExamProblem 📌 Keio High School 2017 Entrance Exam Problem! Let's try a difficult prime factorization problem! In this video, we will carefully explain how to calculate "difficult prime factorization" from the 2017 Keio High School entrance exam problem. We will clearly organize the points that students often have trouble with, and aim to improve your skills! Contents of this video 1️⃣ Basic rules and applications of prime factorization 2️⃣ Efficient approaches to solving difficult problems 3️⃣ Solution techniques that can be applied to other calculation problems Recommended for these people! ✔ High school students applying to Keio High School ✔ People who want to overcome applied problems in prime factorization ✔ People who want to improve their calculation skills by mastering difficult problems 🔗 Related videos and recommended links [Junior high school entrance exam arithmetic calculation problem explanation series] ▶    • 灘中入試問題 2005年度1日目｜素因数分解で分数の計算問題   [Junior high school entrance exam integer properties practice problems] ▶    • 【魔方陣の攻略法】真ん中の数の見つけ方！公務員試験＆中学受験の数的処理対策｜算数過去...   [Kaisei junior high school entrance exam questions and past question explanation series] ▶    • 【開成中学の算数】単位分数の和と整数問題を徹底解説！2010年度過去問に挑戦｜中学受験算数   [Nada Junior High School Entrance Exam Questions and Past Questions Explanation Series] ▶    • 灘中入試問題 2005年度1日目｜素因数分解で分数の計算問題   📢 Request to viewers If you find this video useful, please "like" and "subscribe" to the channel! We are also waiting for your requests in the comments section for "I want you to explain this kind of problem!" 📌 About this channel We are currently delivering mathematics explanation videos that are useful for difficult high school entrance exams! We will carefully explain the background of the problem and the solution method to build the confidence of test-takers. Take on difficult problems and train your logical thinking and calculation skills! 📩 Job requests and inquiries For interviews and job inquiries, please contact: 📧 [email protected]