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64
媒介変数の曲線は「t の増減表」でどこまで描けるのか
1 views
24 Aug 2026
極値をもつ条件と、そこから係数を決める……3 次関数の定番
1 views
24 Aug 2026
曲線に引ける接線の本数は接点の個数を数えれば決まる
1 views
24 Aug 2026
2 曲線の共通接線 - 接点が別か同じかで変わる立式
0 views
24 Aug 2026
積の n 回微分、パスカルの三角形がそのまま現れる
1 views
24 Aug 2026
第 n 次導関数を帰納法で決める|三角関数と分数関数の型
0 views
24 Aug 2026
1 の無限大乗はなぜ e になるのか?極限を定義の形へ寄せる
0 views
24 Aug 2026
見慣れない極限は微分係数に戻す〜定義そのものが答えになる場面
0 views
24 Aug 2026
連続でも微分できない点がある(角、とがり、垂直な接線)
1 views
24 Aug 2026
速度、加速度、そして近似式。微分が現実の量に変わるところ
1 views
24 Aug 2026
方程式の実数解の個数をグラフで数える|不等式の証明にも使う
3 views
24 Aug 2026
面積や体積をいちばん大きくする……最大・最小の文章題の組み立て
0 views
24 Aug 2026
グラフの概形はどう描くか?漸近線と増減と凹凸をつなぐ
0 views
24 Aug 2026
グラフの凹凸と変曲点を決める第 2 次導関数の符号
0 views
24 Aug 2026
増減表はどう埋めるのか - 導関数の符号で極大と極小を見分ける
0 views
24 Aug 2026
答えが出たら確かめる、数え上げの誤りはどこで起きるか
0 views
24 Aug 2026
「どこかで平均と一致する」平均値の定理とロルの定理
0 views
24 Aug 2026
数え上げを手法の側から並べ直す|4 つの型と使いどころ
0 views
24 Aug 2026
トーナメント表とシフト表を数えてみる(教科書の外の題材)
0 views
24 Aug 2026
接線と法線の方程式(点 1 つと傾き 1 つで直線は決まる)
1 views
24 Aug 2026
第 2 次導関数と n 次導関数〜微分を繰り返すと見えてくるもの
0 views
24 Aug 2026
媒介変数で表された関数の微分はなぜ割り算になるのか
5 views
24 Aug 2026
あみだくじは何回引けば元に戻る - 操作としての順列
2 views
24 Aug 2026
13 人いれば誕生月が必ず重なる?鳩の巣原理で示す
0 views
24 Aug 2026
Heidegger's Philosophy: Being, Death, and the Politics of Authenticity
Veritas
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06 Aug 2025
Nietzsche's Philosophy: From Eternal Recurrence to the Death of Ethics
Veritas
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05 Aug 2025
Kierkegaard's Philosophy and the Primacy of Ethics: A Modern Reconsideration
Veritas
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05 Aug 2025
René Descartes: Revolutionary Philosopher and Mathematical Innovator
Veritas
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05 Aug 2025
Understanding Husserl's Phenomenology: A Philosophical Investigation
Veritas
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04 Aug 2025
Success: Luck, Risk, and Strategic Entrepreneurship
Veritas
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04 Aug 2025
The Industrial Revolution: Origins, Spread, and Economic Impact
Veritas
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04 Aug 2025
Renaissance Banking and the Medici Legacy
Veritas
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04 Aug 2025
The Roots and Thinkers of Patristic Philosophy
Veritas
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04 Aug 2025
The Danger of Left and Right: Elon Musk, Credit Creation, and Political Contradictions
Veritas
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03 Aug 2025
From the Printing Press to ChatGPT: Ideological Divides and Cognitive Revolutions in the Internet Renaissance
Veritas
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03 Aug 2025
The Nature of Central Bank Losses: A Dialogue on Credit, Balance Sheets, and Economic Responsibility
Veritas
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03 Aug 2025