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基礎] 数学II #12 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微分を微ふんと呼んでたり、音声の出力をミスしているところが多々ありますが、許してください。 さて、高校数学ガイダンスを試しに作ってみました。 作中で語っていることは私の予想なのであんまり真に受けすぎないでね。 あんまり中身がないですがまあテスト動画を兼ねているので… なんか解説してほしいことがあればコメント欄へどうぞ...","preview":{"posterSrc":"data:image/png;base64,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いよいよ微分法のアイデアに迫る！ 多分、今回が一番大事な内容であり、山場であると思う。 前回 ２時限目 http://youtu.be/yHToZJkY2tQ ★ゲームのゆっくり実況プレイ動画 Hamano バラエティー Channel ↓↓↓ 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所詮は算数のはずが、意外と解けない？ このチャンネルは数学の雑学やパラドックス、おもしろネタをゆっくり解説していきます。 数学に苦手意識を覚えている文系の人にもわかりやすく解説しています。 登場人物 ゆっくり霊夢：ド文系。 高校時代の数学はすっかり忘れている ゆっくり魔理沙：理数系。 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というかそもそも確率の問題って割と直感に反しがちですよね。 ↓お借りさせていただいたプログラム 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みなさんは解けましたか？ 大人になって解こうとすると……あれ？ このチャンネルは数学の雑学やパラドックス、おもしろネタをゆっくり解説していきます。 数学に苦手意識を覚えている文系の人にもわかりやすく解説しています。 登場人物 ゆっくり霊夢：ド文系。 高校時代の数学はすっかり忘れている ゆっくり魔理沙：理数系。 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・ 平行線と比の注意事項 →意外とミスしやすいケアレスミスです。 これで悔しい思いをした人もいるかも？ ・ 超絶テクニック「加重重心」 →高校数学の知識が必要なテクニックですが、それを中学生にわかるように噛み砕いて説明してみました。 ・ 動画ラストの問題の解答 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り解説】 1:21:35素数が描くらせん模様 • 素数をらせん状に並べたら法則が見えました。 なる • 素数をすべてかけ算すると”円周率”が現れる...！? 【ゆっくり解説】 2:02:55ラマヌジャンの天才過ぎる円周率の求め方 • この数式の秘密を公開します。 "超越数"を完全解説します。 【ゆっくり解説】 3:10:52真の素数「ガウス素数」の謎 • 【...","preview":{"posterSrc":"data:image/png;base64,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れるもっとも危険な概念 ・https://intojapanwaraku.com/culture/8... このチャンネルは数学の雑学やパラドックス、おもしろネタをゆっくり解説していきます。 数学に苦手意識を覚えている文系の人にもわかりやすく解説しています。 登場人物 ゆっくり霊夢：ド文系。 高校時代の数学はすっかり忘れている ゆっくり魔理沙：理数系。 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今回は要望が多かった数学Ⅲの裏技公式を5個ほどまとめてみました。 本当は瞬間部分積分なども扱ってみたかったのですが、投稿が遅れそうだったので今回は見送らせていいただきました。 編集ミスや計算ミス等ございましたらご指摘ください。 っくり解説 #高校数学 #裏技公式 【Twitter】 / rike_jisyu_room 【お借りしたもの】 ニコニ・コモンズ様...","preview":{"posterSrc":"data:image/png;base64,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#進化論 #科学 #心理学 ヒトはネコに飼われています（断言）。 しかし私達は、ネコについて多くを知りません。 ネコは自分の名前を分かっているのか? そんな素朴な疑問でさえ、分かっていないのです。 今回は、ネコの認知についての研究をゆっくり解説します。 計図書館 30分版【作業用/安眠bgm】 猫と私： • 猫と私 @ フリーbgm DOVA-Syndrome...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poste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素数の逆数法則 • "素数の逆数"に現れるヤバい法則について解説します 【ゆっくり解説】...","preview":{"posterSrc":"data:image/png;base64,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ムーディ勝山の歌は、内臓の非対称性の歌だった説。 絡先までお願いいたします。 サイエンス#なぜ左右対称...","preview":{"posterSrc":"data:image/png;base64,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－暗黒物質ダークマター－ • 【ゆっくり解説】重力は時間の流れが生み出す幻なのか？ てんば恋娘【自作アレンジ】 ほのぼのワルツ【リコーダー】 砕月町 ニコニ・コモンズ 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- - 参考資料 ・名言の真実 https://amzn.to/3N9qFGh 何かございましたら、以下の連絡先までお願いいたします。 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- - 何かございましたら、以下の連絡先までお願いいたします。 サイエンス...","preview":{"posterSrc":"data:image/png;base64,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- - 参考資料： ・クオリアからクオリティへ : 「逆転クオリア」に騙されない批判的思考 高橋克也（2022） ・脳はなぜ「心」を作ったのか「私」の謎を解く受動意識仮説 https:// amzn.to/3vXTimL 何かございましたら、以下の...","preview":{"posterSrc":"data:image/png;base64,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ついて科学的にゆっくり解説しました。 ちなみにペンギンは直立二足歩行ではありません。 実は中で膝が曲がっています。 動画ネタリクエストフォーム↓ https://forms.gle/LMshoBkrY6NfAa8Y9 何かございましたら、以下の連絡先までお願いいたします。 サイエンス#直立二足歩行...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAABgcABQgEAwIJ/8QANxAAAgEDAwMDAgQFAwQDAAAAAQIDBAURBhIhAAcxExQiQVEIFSNhJDJCcZEWUoEzYqHBguHx/8QAGwEAAgMBAQEAAAAAAAAAAAAAAgMABAYBBwX/xAA1EQABAwIEAwUGBQUAAAAAAAABAgMRAAQFEiExQXGBIlFhkaEGBxSx0fATFTJCwVJykuHx/9oADAMBAAIRAxEAPwBsa5uVVr2iip6zRNupKbAeGe7Tk1EfIONkWDGSuTjec8A+evG0vqDQenLgLJYNO1kSs0stJR+tBI2QS36jM4JAOFBB+2Rxng1vprVeqTRG1VLW6KmGavPJlA28Ajwcqp6+LNpzWVpvct2ut8FVTV0fpJC2YyXC5Of77ceON3PWaTfX5bD6soH9JBnfvr6Hw7X6RJ8ay1Q6c0Q0VCL9dK2K2zVcsUdQYQJIgV3mDZyCcsGDg8eCFyMjl60DcLYZP4WqltLSn2twaEpHOnJVgfGSBnGfv9uuzT1NdNd3Y1txrqaIxsVCOhEFMhY5VI0HABP9IyfPJ60j2TtWg9IehU621ZTXmsg2GK20FPPU0dGR4ml/TxuH0yAF5PJ5GgJg6GqFLj8KmhYZtYV1h1h2urr7Yr7AsC3OagkVbeyhm3CQgbQ3A3KQQQuPt0OfiZ7P27t/3SFssrypZa+kSspEdy7Q/Io8ZY8nDLkE/RgPp1+jUM8EqRtFNHIsqh0KuCGU+CPuP36yJ+Jia36y13+d0Fxp/wAutlBHRrPK4jjaQySu4G7BPgf325GR0S1ZUzUGtZYuVrSgpmmijyyIW3f++tkUX4bu2NVoimoxQSyXJ6RSLutTKszysufUxu24yc7cYxx0irjpQVtu9IgPHUxYWSLng+CD1pj8POqLtrPtkkl9ojFPRyPbXqkkAWt9IBGmTbjaCeOPqDjHXm3vCur+2tWbm1dKAlXagxM7c9jp6d1q3SkkgisT2y3NNRe5m/6sTNDIFP8AMysVJ/8AHXFFZZqyaREcBEPBLZ6bXfPQ6dpKqrNPRz1mn7kWazybt3tpzy0EpPJAGWU+WAx5BPQL2207dLrR/mbymBamtjo4pZRiJ2kZVJP7AsMkf8eOtrh9+1iFsm5YVKVbfTmNjSFJynKaHLZa2h1RbKargWSOWugUgjKsplUEf4460hNpSzrZ/wA5bSFpljuGyITrR0y+mzSoshYYDESD1FG0ZGc/HA6XFss9svF4Wio7tH7WBDNVV9RA1K1EkbssrSoSxQpszwTncgHyO3rZHa7Rejk7c01yqK788jrl99LdKtjE7AqB53bkVQANrMSCOefGisLtDAUFthUxvwif9eVBIFZ+sunLLc7RHbfySyQ19RQrveekijk9L9KP0zkBuC2N2c5jbBJHWRK6nlo6yekqEKzQyNHICCMMpIIwefI6/S/XXYy3X2tiuGn9VXrTsxZTMqSe6ikwP5kWUn038HcpA45B6w33W7WzaV7qXrSdJdJbxHQPG0lYYtr4eMSMWXJ5UNyc46l3cNuBOROWN/GpM7Ur4wxywQsF5P7dTph32U1NnFrobXT2u2ROGYRISZ5AMBnc5LH9vAz1OqIXNSKLtCd1e695v8VFZtW1FJPDAN26CAI6r53ZTknjGc89G3dDuV7FDRXrXGo6mvqqBVf2wiRqVn8kBUX6BsrkHnz0o7Npuop9H1d9mqKimkovUNE0AC+oUK+pvYjO3JAAH1DH6YJlrCyR6ssUN51DVrS3eCkVVCoAsgC5Alcj5t8kT44ILgBW2kmsothUDYadd6vow+6UkKy6FOaSQNJInU8SCANzw0rl7S0ulaeuS5WTVkMDxSFnorkoHqqvlgDwAfOCc/TkjnTGhDR3OharSmQLIB6qRhZoJ0wcEbeeR9//AF1mCwdtrFcNPB5qWpoayIidnWf1ZSDI36RAYKwMcbEFcHLLyejqgku/b1qq86YqZ1egj9ZrX6zTU845LbNxL52MDuJABVgAxJwlx1tasoOu1XPyC+FubjKMsBW4mCJmPARPMRNN/XF1nstqorjaqySjEtkrrNbK+mpxN7eq9wpjQAcjMQbbkYGB489LK09q79W2W1jUlTHfpLdGzQQ1DblkUEemjScMyhRtCngH6kcdeEFxqFvR1HVpTw3NpDPJTkuUYM22QLgELscxoCACQhzkdXFw1hfIvQtr1wio55N3pW6V4ZUQMQD7jazKofaGBQFt6KuAfkYeDmg+9/TSkP4PdW4lQHmN+zp/cMwkbiar9dVy1Wnaqe0n2tXUTxW+khXBMM0riLB+23J/x1pbSFht+mNM2/T1qj9Ojt8CwRA+SB5Y/ck5JP1JPWWK+XUFxuduqi1OYLfdaev9N6QepNIjAxh/+kFB2DdtG0ldwC5I6dnbzWupq7VpsuoYKMe5hkniEOxWh2BTghXbghxgE7uMjcM7fMveFYXl7bpWyQW2wVK1326GBPmYq0jCrq3bU66jKBG5AO8fpnNv4c6pvxh0f5l2ytttRUaar1BRwxBicbjv+3PjPjoNv2lZqXT62tLLFTpTU4jZY8mIDGDtzyQPueevvXt3rLr3LhorrcqmSjoNRwy08bSfpRFahoQSuPATI++5sk9EXd24V8msrbbxcKqjpamBFY08oUfN5dzEH4scIo+XA+mPPWg9j7BeG4ShC1Ayc2k8YgUpeGPu3KGQBK0hQ5QT8hSUsl5r2rq+h1tVG62uOKSojpZqn2i1s0YzFHNOi72GTuDSMeVAzlgemFo7vHdq4NbIEslnscdmrxFZ4pSI6mSSNihlmqG+TmTgZK5y+c9UcWjbLWTQxTtWwLNNVo0iVjkt6JRRkOxUFiSTj6njHjrk0bcqywy3dbVM9FS1HtpJmSYb4N6EsqswL7MBMZOc7lHksNWi8QrY/en1qzc+y9+xEpBkhIjUyc3ACf2maM9Jarulg03pOyabv0dOKNKr31D8JxVVIkYKk43EmJoCNuwgAjg5AHQ3qmytaLUkmnLRJbqevmbdQVdAz7S7EnFSuVmjX+neUbAAKk89EVRq7UtTFbrfcas0dJJTvIKoPHRzyPhTiXhXcLltpXAkIwxzz0GWvUd/v0tbWxVlbWT0NRMtNBXhI1KxIrFXBwVkDEgHPnZkE7ui+ISoSDpp67VUcwO7aVkUntdrTvyiSRwIjaN9t6qNWafDxL7zZA0QVm4Cpn9gPB/bqddbUH5hNE9cXq7jt3ShqpsTkuykqhyEONrKMDH1yOep1EPNqntDShfwS/ZyktKIUARAJ36b99V8twpLppqktVPDUpZ1p6uB4y6h0CoMEncVVmKgZYjcRnABHX3DX1FytwhCCppqyc+rSKfmweP5JjyGzhAPIYBhx8uq7T1ippoTW1NCszjk/pc8cjOBx/bpvV+g71b9JR32so5KW2sqZqIJ429IOdq52ncPkQCMnGRn64YWknWPH78qFOL3SU5QrSMvSSY5anSltDqlLfSVaSW2soZqdqCqejgRpvTSD1xJl8BQAFUc4HIAHnrp1ZqN7lE1xpq8NNSCEVjUUkctMhhmafiX5Lh0TK7lIDfFgD5LbJo2O662p7csoklrkiEcbO2Y5GlbdMVU+NqliRgnBH16YfebQWjF1badP0FrttL/AAE9TUgly3ydFjzuyACVcjn+k9T4dtHajxpjmOXrjf4Sl6ER0gD5AUir9dZKewVlWlVLVw1AgCSNMkqkoYkAfacliCCOAByPti3ti3K9XL+Djub05nl9V5qpV3xl9sittbJjZVAC7eMDLYyCW0WgrfTNHR+tQmh3MwZZGjkp2/7SpGVOTnn68deq6epbdbpaCglJpQP5KQsCrDPzBXnj/n69IQkAEhMH/v1oLjFbp9sNOLlI+iR6BIoHuqU+j7xAq2anq6RmjkqKVIQwqGWMBkKnmQjDE4JYbldQdpAYPbPVmkLRYp9Sy0d3lusBeGipKgklUb5H+hdvLYZ3Ut8vjneAwVpWxpqHvJo6jqqtLlSF2r5Ul+XpGnQlldSAGJJhGTk4yD1oPUMmg6HVOm9HXKyWxqq6Gpmt8XtI9iNGis5xjjcP25K/t1gfbHFbZt9Nk42tZUnMrIrL2E5iQRqI0M+FA066W8oMAaesjyJ0rL901JVrd2nqoJBcLlIaynkKsgAWRmJD4KrulLHcc7GWIHxJi311r64atmtdxudJFSTLF7KUbDFIwEdSxkkjP8g8jIJU4bB4IDB7+072Tu9pC/IBFR1lBJbPUULiB4pBMm0HjJUsAPrjH9w9J9NVRUxWilnmLFBBTfJ3bPI2qBnwMLtPH2HWs9n79nEbBu4QjKFcBwgkR6UT1/cfiBROqRlHgmIjlH81STakrqyGhgq6ppBHUVUlUs8u8LGrloWZd5JACArheMA/Ymitt+lkoab+HclY4mmJXBCPErFWPkBhGqAHgmTjx0yGuuj6ungoZLT6ssL/AKlNGgEgkbJwAACjKVBzwf8Ax0Q2vRGiKi70UVZSyUtNVOgepiI9WFyQQ+5gT5+JP0zn6HP1ghoHKRvp9+VErGLpZCp2IPUFRB6FRpX0upkialgv1Pfa+OCBVxRvIkskpOXLSxozYz8dvxwFwMjDdd2pbotsukjafpZbNbblQ74HdzLLTkhI/g4wzbnWQBgMttH1J6ancPUsdyFfbbZTUC2cUTWm2r7eJ3jQZj9wXKlgT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皆さんは身の回りにあるものの素材や原料がどうやって作られているのか、気になりませんか？ それとも化学工場やプラント、お好きではありませんか？ このチャンネルでは工場を動かすために積み上げられてきた知識や様々な工業生産法を講座形式でゆっくり解説していきます。 最後までお付き合いいただけると幸いです。 BGM DOVA-Syndrome様...","preview":{"posterSrc":"data:image/png;base64,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よく考えると、普通に超エリートリーマンでしたよね...","preview":{"posterSrc":"data:image/png;base64,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山の知識検定（通称：やまけん）対策のための雑学動画を定期的に上げています。 やまなみのチャンネル / @やまなみ ― 他にも山の山行記録や雑学動画もあげています 十和利山熊襲撃事件 • 人喰い熊がゾンビ化！？ 十和利山熊襲撃事件の雑学をゆっくり解説 #43 シェルパの雑学 • え…私の給料より高い！？ 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氷河時代の生き残り\"雷鳥\"の雑学をゆっくり解説 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【ゆっくり科学】 • なぜ光合成を「妨害」する赤い色素をわざわざ生産するのか？ シップ 活動を純粋に支援したい方向けのものとなっております。 を食べる植物 03:23 なぜ菌従属栄養植物はマイナーなのか？ ズ https://commons.nicovideo.jp/ #菌従属栄養植物 #ゆっくり解説 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/ @404studio_scp ↓グッズ購入はこちらからどうぞ！！！ https://suzuri.jp/404studio 00:00 OP 00:35 特別収容プロトコル 01:02 説明 02:43 補遺scp-5552-1 05:21 補遺scp-5552-2 08:31 補遺 初解説！ 難解な隠れた名作scpを解説！ 【SCP-3021:Q=:Safe】 • 【ゆっくり...","preview":{"posterSrc":"data:image/png;base64,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Scp史上最高峰の傑作！ シュタゲ好きは絶対ハマるscpを解説！ 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https://www.amazon.co.jp/%E6%A4%8D%E7... https://qz.com/1116991/a-biologist-be... https://natgeo.nikkeibp.co.jp/nng/art... ●目次 00:00 植物は音楽鑑賞するのか？ アレンジ】 ・ほのぼのワルツ【リ...","preview":{"posterSrc":"data:image/png;base64,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おすすめ動画はこちらです。 【生物学上の「未解決問題」7選】 • 【ゆっくり解説】生物学上の「未解決問題」7選を解説 【「近親相姦」はなぜいけないのか？ 不思議な遺伝子】 • 【ゆっくり解説】「近親相姦」はなぜいけないのか？ 不思議な遺伝子を解説 【神秘の世界！ 世界の伝説の「生物・幻獣」8選】 • 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第一次アニメ革命と言われる名作に迫るそもそも論 Looking back on "Space Battleship Yamato" now, what exactly is it? 使用bgm いざ出発！ Jumping to the moon／まんぼう二等兵 様 神殿／佐土原隼人 様 いつでもどこでも オリオンの瞬...","preview":{"posterSrc":"data:image/png;base64,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