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1b:Tcf2,こんにちは。東京科学大（旧東工大）工学院のプロトンです。勉強お疲れ様です。10月の今から11月中旬までの約1ヶ月の間にやるべき数学の参考書についてアドバイスしていきたいと思います。よろしくお願いします！


まず本来であれば10月に過去問演習を始めておきたいところですが、
世界一わかりやすい阪大理系数学講座（以下せかはんと略します）、これを使っていきましょう。勉強時間は、学校がある日は最低5時間、休日は10時間確保してください。

黄チャートを持っているのであれば、数3全範囲のエクササイズを解きます。分からなかったら印をつけて後で見返せるようにしてください。全力でできるだけ早く終わらせてください。

1周終わったら、2周目は、せかはんと同時並行で進めていきます。阪大理系数学の少し昔の問題を扱い、問題への向き合い方を効率よく学びます。数学にはいろいろな解法があり、どの解法を選ぶかは結構点数に関わってきます。計算が煩雑にならないようにするにはどうしたらよいか、など解法を見極める力を身につけましょう。

黄チャートの2周目は、1周目に分からなかった問題を解きます。ここまでを11月の第2週目くらいまでに終わらせられるように頑張りましょう。時間が足りない！と思ったかもしれませんが、みんなも同じです。みんなこの時期は焦っているんです。大丈夫、自信を持って勉強しましょう。

11月中旬から共通テスト対策に移るということですが、黄チャート・せかはんに触れる日を週に少なくとも3日は取りましょう。どうしても共通テスト対策に集中していると、共テ後に二次試験対策をさあ始めようとしたときになんも覚えていないという、所謂共通テストぼけが起きる方が一定数います。そうならないために少しずつでいいので、解き直しは忘れないようにしましょう。

共通テストが終わったらその次の日からが勝負の1ヶ月です。共テ後は過去問メインです。解法が分からなかったら、せかはん、チャートに戻って復習しましょう
この1ヶ月で過去問演習に集中できるように、準備をしておきます。


《阪大理系数学　傾向》
2024年：1⃣極限　2⃣複素数平面　3⃣空間図形　4⃣積分(回転体)　5⃣整数問題
2023年：1⃣極限　2⃣平面ベクトル　3⃣図形と方程式(図示)　4⃣空間ベクトル　5⃣確率と漸化式
2022年：1⃣複素数平面　2⃣三角関数　3⃣図形と方程式　4⃣総合問題(微分、極限)　5⃣積分(媒介変数)

2021年度以前は、微分積分や確率、極限が頻出分野となっています。
参考にしてください。

以上、数Ⅲの今からの進め方、参考書、共テ後の勉強についてアドバイスさせていただきました。こんなに長い文章を読んでくださりありがとうございます。
頑張ってください！1d:Tc63,はじめまして！よろしくお願いします^_^

　夏休み中の取り組みで大きく成績を伸ばすことができるので、ぜひ頑張りましょう！下記に夏休みの目標と具体的な参考書をまとめていきます。

　どの教科にも共通することを先にお伝えします。夏休みの最終目標は基本問題と呼ばれるものを解けるようにすることです。基本問題は難しい問題を解いていく際の軸となっていく考え方や解法を扱っている問題です。発展的な問題では基本問題の考え方を複数使う必要があったり、基本問題の使い方が分かりにくかったりといった構造になっています。ですので、発展問題を解いていくために、まずは1個1個の基本問題の解法を暗記、理解し自分のものにしていきましょう。

　まずは数学に関してです。教科書傍用問題集は学校の授業の内容を理解したり、補足的に計算練習をするという位置付けなので、新単元を勉強した時などに宿題程度で使うといいと思います。基礎問題精講は基本問題を練習する参考書としては適当だと思います。ですので、夏休みのメインは基礎問題精講として、これを進めていきましょう！

　物理はエッセンスが教科書問題〜基本問題で、良問の風が基本問題〜少し応用問題といった位置付けかと思います。ですので、既習範囲は良問の風を行い、未就範囲や既習範囲で自信のない部分などはエッセンスをやり、良問の風をやるといった流れでいいかと思います。最終的には名門の森レベルの問題集を行いたく、それが3〜4ヶ月程度かかるので、良問の風を9月末までには終わらせると良いと思います。

　化学ですが、Doは解説型の参考書の位置付けなので、問題数が少ない印象を受けます。ですので、並行して化学の重要問題集のA問題や化学の新標準演習などの問題集を並行して使うのが良いかと思います。化学ももう１つ上の参考書を行いたいので、物理と同様に9月末ぐらいに終わらせられるといいかと思います。

　長くなりましたが、以上が参考書を進める目安になってくるかと思います。夏休みの終盤に、基礎が定着しているかの確認として共通テストの問題を数年分解いてみるといいと思います。参考書をとにかく進めることに囚われすぎず、1つ1つの問題を確実に仕上げていってください！メッセージをいただければ、やまさんの現状を考慮した上でさらに的確なアドバイスをしたり、勉強の進度、理解度などに関してもお答えしたりできるかと思いますので、よかったらメッセージしてください。受験勉強は大変かと思いますが、自分を奮い立たせて、目標に向かって突き進んでください！応援しています📣1e:Tc05,こんにちは。以下私の考えを述べさせていただきます。参考になるところがあれば吸収してください。
世界一わかりやすい阪大理系数学は基本的に全問題過去問なので、過去問演習として使用すると良いと思います。一問一問実際に出題された過去問なので、気合を入れて解きましょう。時間なども測ると緊張感が出て集中できると思います。
この本が一番輝くのは、解き終わった後解答解説を読む時だと思います。私は、この本の著者の考え方は数学を解く上でとても大切なものだと思っています。自分よりはるかに賢い先生が、この問題を解けときにどのような思考を辿ってその解法を選択するのか、どういった理由でそのようなアプローチをするのか、と言った解答を実際に作成するまでの流れを完璧に理解し、自分の中に落とし込んで再現できるようにすることが大切です。問題にもよりますが、方針さえしっかり立てることができれば、あとは計算するだけのような問題も多いです。したがって、問題に出会った時、どこから手をつけるのかといったところ（実験の仕方だったり、類題から推測したり）ということを学ぶことが大切だと思います。
ちなみに、阪大理系の数学の試験は、数Ⅲの割合が比較的多いです。全問題に数Ⅲが関係していた年もあるほどです。特に、積分や、回転体の体積などはよく出ると思いますから、なるべく1A2Bを早く終わらせて、数Ⅲに力を入れるのが良いかもしれません。1A2Bの勉強ということでしたら、同じ著者の世界一わかりやすい京大の理系数学という本もおすすめです。阪大のものより前に書かれた本で、構成は同じですが、問題が全問京大の問題になっています。京大はどちらかと言うと1A2Bの割合が大きいですから、役に立つかもしれません。私は両方使用しましたが、京大の問題の方が、著者が伝えたい問題へのアプローチの仕方がしっかり学べるような気がしました。時間の都合もあるでしょから、別に阪大の方だけでも十分だとは思いますが。
基本的には過去問と同じように使えば良いと思いますが、解説が非常に詳しいですので、よく読み込むと良いと思います。解けなかった問題は、自分の考え方と、著者の考え方のどこが違ったのか比較して著者の考え方を吸収するようにすれば良いと思います。とても良い本だと思いますし、このほんの著者のお陰で私もかなり数学が伸びたと思っていますし、解くのも面白くなりました。時間をかけて何度も取り組むに値する本だと思いますので、是非頑張ってください。
2:["$","main",null,{"className":"px-4 pt-4 pb-4","children":["$","div",null,{"className":"max-w-3xl mx-auto w-full","children":[["$","div",null,{"className":"mb-8","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/h6xeh63x?advice=O36mC3c2Ry3ys08pIMGI","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"mb-4 rounded"}]}]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":"世界一わかりやすい阪大の理系数学をやるタイミング"}],["$","div",null,{"className":"flex justify-between mb-4","children":[["$","div",null,{"className":"text-left text-xs text-caption","children":["クリップ(",5,") コメント(",1,")"]}],["$","div",null,{"className":"text-right text-xs text-caption","children":"8/23 23:09"}]]}],["$","div",null,{"className":"coach-mark 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mb-1","children":"こんにちは！\n東工大の4年のものです(^^)\n\nもし、まだ1冊も解法パターンを入れる参考書（FocusGoldや青チャート、一対一対応など）をやっていないなら、必ず1冊はしっかりやった方がいいです！\n\nどんなに焦っても、基礎がない中演習をすると、その問題の解法を覚えるだけになってしまいます。\n\n基礎のパターンを知っていれば、どのパターンを使っているのか当てはめて考えられるので応用力が付きます。\n\nもし、もうやっていて、中途半端な参考書があるなら新しいのに行かず、それをしっかりやりましょう！\n\nしっかりというのは「全ての問題を１度は自力で解けた」という状態です。\n\nこれを分かりやすく実現する参考書の使い方を説明します。\n\n\n\n１周目は全部やる、まちがえたのにチェックをする。\n2周目は間違えたのだけやる。そのときも間違えたならチェックする。（つまり２つチェック付きますね）\n3周目は2周目まちがえたのだけやる。\n\n\nようは一度でも自力で解けたらもうやらないということです。基本的にまたやっても解けるので。\n\nこれを繰り返すと最終的には、全てが１度は自力で解けた状態になると思います！\n\nどの教科でもこれでやると1番効率がいいです！\n\nまた、解法パターン系の参考書は問題数が多いです。なので例題だけやっていって練習問題や章末問題は後回しでいいかと。最悪やらずに演習系の参考書（やさしい理系数学や大学への数学の新スタンダード演習など）に入ってもいいと思います！\n\n\n\nもし、ある程度パターンの方が入っているなら、演習系の参考書（やさしい理系数学）に入っていいと思います！\n\nその中で怪しい分野があればそこだけ戻ってもいいですし。\n\n\n\nこれで回答になったでしょうか？\n不明な点あったらいつでも連絡してください！\n\nなかなか成果が出ず辛い時期ですが\nここで頑張れば必ず結果はついてきます！\n\n最後まで全力で頑張りましょう！"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"北大理系数学の参考書･問題集"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"質問者様のやり方で良いと思います。\nfocus gold・プラチカを夏をめどに終わらせて、一度その時点で過去問を解いてみると良いと思います。今年は少し難しかったようですが、北大数学は基本的に平易な問題が多いです。しっかり勉強したことが身についていれば、夏の時点でもそう難しくないことがわかるはずです。\nその後は過去問を中心に進めていくといいですね。直近10年分くらいをやれればひとまずはOKです。そこまでやれば「北大レベルの問題」というのがどういうものかわかってくるかと思います。つまり過去問とは別に補助的に別の問題集をやるのでしたら、そこまで難しいものは選ばなくていいということです。東大や京大とは対策は全く異なってきますので、難しい問題をやればいいということではないです。\n12月にはセンター対策に戻ることをお忘れなく。応援しています。"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary mr-1","children":["$undefined",[["$","path","0",{"fill":"none","d":"M0 0h24v24H0V0z","children":[]}],["$","path","1",{"d":"M12 6c1.1 0 2 .9 2 2s-.9 2-2 2-2-.9-2-2 .9-2 2-2m0 10c2.7 0 5.8 1.29 6 2H6c.23-.72 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