【標準編】公式は暗記したのに解けない理由【複素数平面が面白いほどわかる】

In the first episode of "Omowaka Complex Plane," many people learned the formulas for complex numbers, but when solving problems, they were confused about what transformations actually do. This time, I'll answer that question and thoroughly explain the motivation behind transformations. Membership    / @omowaka   Japan's No. 1 prep school for veterinary school admissions! Veterinary Prep School http://vetprep78.com Aiming for medical school or a prestigious university? Methodology School MET http://metprep78.com Textbook available here: https://note.com/metprep78m #Omowaka #Improved ★☆★☆↓↓↓↓ Takahashi Nozomi ★☆★☆↓↓↓↓  After failing the university entrance exam four times, he enrolled in the Department of Mathematical Engineering, Faculty of Engineering, Osaka Prefecture University. While still a student, he taught mathematics at cram schools and prep schools with the aim of becoming a prep school instructor, and at the age of 30 he founded VET, a prep school specializing in veterinary medicine. Although it only had one branch in Osaka, its reputation for high success rates grew and it has grown into a prep school that attracts students from all over the country, from Hokkaido to Okinawa. He now distributes mathematics lesson videos in the hopes of helping the many people who struggle with mathematics. His motto is to create high-quality, comprehensive videos.

[Standard Edition] Problems that are difficult to express in polar form [Understanding the Comple...
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[Standard Edition] Problems that are difficult to express in polar form [Understanding the Comple...

複素数平面が苦手な受験生へ!60分で得点源に変える究極講義【複素数平面の基礎が面白いほどわかる】
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複素数平面が苦手な受験生へ!60分で得点源に変える究極講義【複素数平面の基礎が面白いほどわかる】

Tricky Russian problem that fooled Americans
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Tricky Russian problem that fooled Americans

[Standard Edition] Systematizing Problems on the nth Roots of Unit [Understanding the Complex Pla...
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[Standard Edition] Systematizing Problems on the nth Roots of Unit [Understanding the Complex Pla...

公式は暗記したのに解けない理由【複素数平面が面白いほどわかる】
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公式は暗記したのに解けない理由【複素数平面が面白いほどわかる】

e Was Hiding Something — Hermite Finally Caught It
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e Was Hiding Something — Hermite Finally Caught It

Proof of the actual question “The derivative of sinx is cosx” [Osaka University].
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Proof of the actual question “The derivative of sinx is cosx” [Osaka University].

もう一つの虚数単位「j」
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もう一つの虚数単位「j」

【公式一覧】複素数平面 まとめ【数C 複素数平面】
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【公式一覧】複素数平面 まとめ【数C 複素数平面】

なぜ日本人は英語が聞き取れないのかワシが解説したる!
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なぜ日本人は英語が聞き取れないのかワシが解説したる!

Why Is Euler’s Number 𝑒 So Special?
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Why Is Euler’s Number 𝑒 So Special?

【標準編】実は奥が深い無限級数【極限が面白いほどわかる】
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【標準編】実は奥が深い無限級数【極限が面白いほどわかる】

【高校 数学Ⅲ】 複素数平面19 1のn乗根 (23分)
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【高校 数学Ⅲ】 複素数平面19 1のn乗根 (23分)

[Standard Edition] The Trap of Linear Fractional Transformations!? Why the Unit Circle Becomes a ...
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[Standard Edition] The Trap of Linear Fractional Transformations!? Why the Unit Circle Becomes a ...

High School Mathematics: Useful for Test Preparation! [Polar Forms and De Moivre's Theorem] Compl...
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High School Mathematics: Useful for Test Preparation! [Polar Forms and De Moivre's Theorem] Compl...

The 15-Year-Old Who Discovered the Law of Primes
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The 15-Year-Old Who Discovered the Law of Primes

[Standard Edition] Problems involving complex numbers representing circles [Understanding the Com...
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[Standard Edition] Problems involving complex numbers representing circles [Understanding the Com...

[Standard Edition] Viewing Complex Numbers as Points and Vectors [Understanding the Complex Plane...
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[Standard Edition] Viewing Complex Numbers as Points and Vectors [Understanding the Complex Plane...