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1a:Tf70,はじめまして！

具体的な学力がよく分からないので、私が受験生時代にやったものを紹介させていただきます。
以下の3冊です。

①標準問題精講シリーズ
これは単元毎に出版されているので、強化したい単元のみ用意すればいいかと思います。
肝心の中身ですが、｢標準｣といいながら基本的な考え方から難関大向けの超実践的な解法まで幅広く扱っています。苦手分野克服で使いたいという人でも初めの方だけでも十分役目を果たすと思います。
基本的には問題集ですが、何よりの推しポイントは解答がめちゃくちゃ充実している点です。ただ途中式と答えが記載されているのではなく、｢問題と向き合った時に何をすればいいか｣から｢この問題から得るべきこと｣が明文化されており、厚さからは想像できないほど密度が濃いです。問題も実際の入試問題から構成されており、一通り終わったら重要事項が体系的に頭に入るようにアレンジもされています。
基礎から確認なので夏向けです。意外と1冊が重いので注意です。苦手分野は頭の方だけ、得意分野は真ん中から、でもいいと思います。余談ですが、私は軌跡・領域と整数をこれで勉強しました。

②大学への数学 京大
大学への数学シリーズという受験数学界の金字塔で、その京大専用の問題集です。
内容は言ってしまえば過去問です。ただ解説を書いている人が大学教授や予備校の先生ばかりで赤本よりかなり信用できます。ちなみに赤本は結構間違ってたり解答が不十分だったりと京大のように特に記述にうるさい大学志望の人はあまりあてにしない方がいいです。過去問やるならこっちの方が断然おすすめです(そして薄いので持ち運びやすい！)。
ただこの問題集はただやるだけど勿体なくて、実践を意識した演習に利用してください。解答は標準問題精講とは違って最低限のことしか書かれていません。しかしこれは手抜きという訳ではなく実際の試験用紙に書く内容用になっています。なので、問題演習を通して基礎の確認をするという目的ではなく、解答を記述してちゃんと収まるか、そして十分な記述がされているかor余計なことを書いてないかを確認する作業用に使うと有用です。
ちなみに各年の難易度も表記されていて、｢この年はこの問題は解けないといけない｣｢逆にこの問題は解ける人はあんまりいないから捨て問｣という評価が書かれているので、当日の嗅覚を鍛える練習もできます。
これは直前期、不安なら秋から着手が良いかと思います(私は秋からやりました)。

③全国大学入試問題正解
これはその年度に全国の大学で出された問題の一覧です。
恐らくこれは受験生というより先生や予備校用のものになっていますが、解説はしっかりしています。
予備校で｢大学入試にも【流行】があり類題が出回ることがある｣といつ話を聞いたことがあって、当時はそれ目的ではなかったですが、れっきとした入試問題だったのでとりあえず使っていました笑。
正直3つの中では優先度は低いかと思います。過去問やり尽くしたら、って感じでしょうか。

以上です。
とりあえず私がやっていたものを紹介させていただきました。
参考になれば幸いです。もっと詳しく聞きたいなどあればコメントください。
勉強頑張ってください！1b:T11f9,こんにちは！京大文系数学で2、3完するために何をすべきかというご質問ですね。
まず京大レベルの数学に対応するためには、問題文を見た時に解法を思いつくための「思考法」が必要になります。思考法というのは例えば、「図形問題はその問題文に関わらず、初等幾何で解くのか、解析幾何（座標）で解くのか、ベクトルで解くのかという3パターンから選択する」、「対象性がある図形は座標においてみる」、「具体化してみる」、「証明問題で自然数ならば数学的帰納法を疑ってみる」などです。特に京大では「偶奇に着目する、mod3で考えてみる」などもあります。このような思考法は最難関大以外の数学ではあまり気にしなくてもなんとなく解けてしまう問題が多いのですが、その思考法がないと京大レベルでは手も足も出なくなります。基本的に数学の問題というのは複数の問題の組み合わせでできています。それが最難関大になると組み合わせ方が上手かったり複雑に組み合わせたりしているので、一見すれば今まで見たこともないような問題に見えてしまいます。ですが所詮はいくつかの問題の寄せ集めですので、臆せず思考法に従っていけば解けます。（もちろん捨て問みたいなものもありますが）
ではこのような思考法を身につけるためにはどうすれば良いかということなのですが、単純にこのような思考法を扱っている参考書などからインプットしてしまうのが手っ取り早いです。そこでこのような思考法を扱う参考書は何か、ということになるのですが、自分が知る限りでは非常に少ないです。すべて挙げてみると、
①「世界一わかりやすい京大の文系（理系）数学」
②「入試数学の掌握」
③「Mathematics Monster」（Webサイト）
④ z会本科京大コース
この４つです。このうち②についてはレベルが高すぎるのでおすすめできません。
次に④についても今からはおすすめできません。残るは①と③になりますが、時間が限られているこの時期であれば①（以下、せか京）をおすすめします。せか京は京大で最低限とるべき問題をピックアップして解説してくれています。特にその解説の際にポイントになる思考法を書いてくれているので、それをマスターするように心がけると良いと思います。京大に特化していることもあって、非常に有効な参考書だと思います。次に、もし余裕があれば③の「Mathematics Monster」というWebサイトをおすすめします。１つの問題について１つのYouTube動画で解説するというスタイルで、１回の解説で複数ポイントとなる思考法や、それだけでなく計算の工夫（例えば不等号の式で分母を払うときに2乗の形で両辺にかけることで場合分けをしなくて済むなど）も紹介してくれるのでためになると思います。動画形式なので休憩がてら2倍速で見るだけでも力になるのでもしよろしければ参考にしてみてください。以上が思考法を身につけるためにおすすめの教材となります。
次にペースについてですが、他教科との兼ね合いもあると思うのでご自身で決められるのが良いかと思います。基本的にせか京は秋くらいに終えて過去問に入れればいいペースだと思います。少なくとも共テ対策を本格的に始める前には終えたいところです。また、もし「Mathematics Monster」を取り組む際は、単元別になっているので、自分が苦手もしくは得意にしたい単元を選んで取り組むと良いと思われます。特に京大では整数問題やベクトル、微積あたりが重要かと思いますので、その辺を取り組むと良いかもしれないですね。
以上になります。自分は京大を諦めて阪大に行くことになりましたが、ぜひ京大合格を勝ち取ってください。応援しています！質問等あればコメントやメッセージでお願いします。（「Mathematics Monster」のリンクを貼っておきます。http://mathematics-monster.jp)1c:Te68,日々の勉強お疲れ様です。数3の疑問、と言うことですが一般的には京大は他の理系大学と比べて数3の難問が出ることは低い傾向にあります。実際、数3であれば阪大というイメージが私の受験生時代にもありました。ただ、これはあくまでも傾向で、実際に難問、奇問（いわゆる捨て問）が出ている年もありすます。そのため、出にくいから対策しなくてよい、ということは一切ありません。模試の判定から判断するに、夏まで、もしくは夏が終わるまでに数学の基礎を総ざらいする、ということをお勧めいたします。この理由は、結局受かる受験生というのは、基礎的な問題が解ける受験生であるからです。（基礎的な問題とは赤本のA、B問題、各種予備校の出す標準〜やや難あたりを想定しています。）また、京大は数3が絡む問題といえど、途中は1A、2Bでの議論を進めて、結論だけ極限をもちいる、といったこともしばしば見受けられます。そのため、繰り返しとはなりますが一度ご自身の持っている参考書をやりきる、という視点を持ってみてはいかがでしょうか。手前味噌ながら私が受験期の夏休み前、夏休みに勉強した数学を申し上げますと、今までの模試や定期テストで間違えた問題をピックアップ、解き直しを2週間のうちに3、4回ほど、そして赤チャート、優しい理系数学（通称やさり）の練習問題？をとく。できなかった問題をピックアップ、解き直しを2週間のうちに3、4回、加えてニガテだと感じた範囲はとことん補充問題（ページの下の方に書いてあったりするやつ）を解く。ということです。この際注意していただきたい点があります。それは、その問題だけの復習にしない、ということです。数学を含め、勉強というものはどこかつながっています。ですからその問題に対応するための復習ではなくて、その”ような”問題が出てきた時に対応できるような復習をぜひ重ねてください。例えば、記述の言い回しだったり、式変形の手順、途中式の形など細かいところまで模範解答を真似してみてください。きっと問題の見え方が変わってくることと思います。つまり、数学3の中のどこを重点的に勉強すれば良いのか、という視点ではなく、どこも満遍なく勉強することをこの時期はおすすめします。また夏には河合のオープンや駿台実践があると思います。私としては、どちらか一方を受ければ十分であると思います。（現に私がそうでした。）これは、さまざま意見があると思いますが、模試を受けるとなるとそのために1日潰れる上、準備に最低1週間かかります。夏であれば、まだ基礎固めをする方が私としては最適だと思いますので、冠模試はどちらか一方を受けることをおすすめいたします。（私は実践をうけました。）模試の前には1.2年で十分だと思いますが過去問を解いてみてくださいね。
P.S 駿台全国は京大と型が違うので、あんまり気にしなくてだいじょーぶです！和訳とかその辺だけは復習しときましょう。
京大は素晴らしい大学です。ぜひ夏を乗り越えてください。応援しています。1d:Tcea,はじめまして、名古屋大学医学部のファルコンパンチといいます。
僕が使っていた参考書類を順番で書いていきますね。
【数学】
青チャート→1体1→新スタ演→教科書だけでは足りない○○シリーズ→やさ理→旧帝大数学
青チャートは高二までに終わらせ、高三の春、夏前に1体1と新スタ演をやりました。夏には苦手意識のある整数を｢教科書だけでは足りないシリーズ｣で潰し、やさ理に専念しました。秋以降は旧帝大の数学を解いてました。
僕の場合は秋以降に旧帝大数学を解きましたけど、東工大の場合は東大、京大、単科医科の数学を解くといいと思います。

【英語】
英単語、熟語、文法はもう済んでる前提です
透視図→基礎英文問題精講→やっておきたい長文の500.700→基礎長文問題精講→やっておきたい1000→竹岡の英作文→他の旧帝の英語と神戸大英語
透視図と基礎英文問題精講、やっておきたい長文500.700は高二のうちにやりました。高二の終わりくらいから基礎長文問題精講をやり、高三の春にやっておきたい1000をやりました。高三の夏は英作文に力を入れ、塾の先生にずっと添削してもらい、秋以降は他大の英語を解き漁ってました。
東工大の英語はとにかく長いことで有名ですよね。なので超長文対策として医科歯科の英語を読んでみたり、余裕があれば英書を読んだりするといいと思います。

【物理】
新物理入門→名門の森→標準問題精講→新物理入門問題演習→難系→京大物理
微積で物理やってました。標問と難系はオススメです。(難系は例題だけです)あと京大物理は良問が多いのでどの大学志望だとしても解いておくべきものだと思います。決して難易度が高すぎる訳でもないですし。
高二から新物理入門を使って物理を学び、同時に名門の森をやってました。高三までに一通りの範囲を終えてからは標準問題精講、新物理入門問題演習を使って演習しました。夏以降は力が落ちないよう難系の例題と京大物理を進めてました。
東工大物理は年によっては日本一の難易度と呼ばれるので十分に対策しておくべきだと思います。
【化学】
東進の鎌田の化学→新演習→標準問題精講→駿台の化学特講理論
化学はややお金かけてしまいましたね…でも東進も駿台もどちらも最高でした。特に化学特講のテキストをやっておけば理論化学は怖いものないです。ぜひ。
化学も高二からやりました。東進で講座を受けてそのまま新演習をやる流れで高二は終わり、高三の春に標準問題精講をしました。夏に駿台で夏期講習をとって化学特講を受け、テキストを何周もしました。
東工大化学は途中式を評価に入れてはくれないので、正確な計算が必要となります。紙に書いて演習するのを繰り返しやるといいと思います。
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