A must-read for high school students who are struggling with university entrance exams and exam preparation! Introductory Problems is not a "too simple reference book". It is a necessary book for all test-takers aiming to pass their desired school. Introductory Problems explains the essence of mathematics in easy-to-understand Japanese. It is supported by repeat students and self-studyers as a book that is ideal for cultivating writing skills and logical thinking, rather than superficial memorization of solutions. It is especially recommended for test-takers who want to become strong in important units such as the number of cases, probability, sequence, figures and equations, and trajectories! It is the strongest test preparation that is directly connected to the common test and second exam.

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[Must-see video]
2025 Reference Book Route
   • 2025年参考書ルート  

A must-see video
   • 絶対に見てほしい動画リスト  

Hands-on explanation
   • 高田先生が教える手元解説動画！  

[Table of Contents]
0:00 Today's theme
0:40 Good points
1:32 Differences from "Basic Problems"
3:15 People who should use "Introductory Problems"
4:48 Distinctive areas
5:32 Incorrect usage
6:13 Actual usage examples of "Introduction"
7:04 Is "Introduction" suitable for the common test?
7:52 Summary
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[Cast information]
Takada Fumitaka: Takeda Juku teacher. When he was a high school student preparing for entrance exams, he encountered Takeda Juku's study method and overturned his grade from E to pass the entrance exam for the Faculty of Economics at Kyoto University. He served as the head of Takeda Juku's Kyoto and Kobe Sannomiya schools and expanded into Tokyo. A man who loves reference books and is loved by reference books. His hobbies are cheering on the Hanshin Tigers and Nogizaka 46.
   • 【授業をしない塾】高田先生ってどんな人？自己紹介します！#武田塾 #大学受...  
#UniversityEntranceExams #StudyMethods #ExamPreparation #ReferenceBooks #ExamStudy #SubjectPreparation #Mathematics #IntroductionProblems #CommonTest #SecondExam #NumberOfCases #Probability #EquationsOfGeometry #Trajectory #Sequence

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