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1b:Tf20,こんにちは。勉強お疲れ様です！

東京大学理科二類のしろです。
まず私は一浪で東大に入り、数学は正直苦手でしたが、1年でなんとか本番の数学の点数を31点から63点にあげ、模試でも安定して合格者平均点をキープすることが出来ました。それを踏まえてアドバイスを聞いて頂けると幸いです！

まず、全統模試の数学の偏差値が64程ということは、青チャートと一対一の基礎が抜けてると思います。実際、全統模試の数学は標準問題が多く、時間は厳しいものの周りの東大受かって言った人は偏差値70以上は安定していました。そこで、まず先に進めて行くより、青チャートの問題が全て完璧に出来るようにした方がいいと思います。ここで、「完璧」とは、全ての例題を見た瞬間に解法が思い浮かび、その問題が何を問うているか、どのような問題に応用されうるか(exerciseや練習問題を確認)を全て出来るようにすることです。これが出来たら、数学の基礎が出来上がって全統模試偏差値70以上(駿台模試偏差値60以上)が安定していくと思います。

次に、この基礎が固まったら何をすべきかについてです。実際最近の東大数学は難化傾向が続いており、基礎力だけじゃ太刀打ちできない問題がいっぱいあります。私は、青チャートの完全習得を終えてから、「真解法への道」という参考書を完璧にしました。この参考書は個人的にとてもオススメで、ぱっと解放が思い浮かばない応用問題についてその解き方や考え方を詳しく説明されており、普通の参考書では省かれるような、作問者の頭の中や問題を解く時どのようにしたらその解法が思い浮かぶかが丁寧に書かれており、基礎レベルと入試レベルの橋渡しになりました。他にも、「上級問題精講」をやりました。実際先程述べた「真解法への道」は問題数が少なく演習量が足りないと思ったので、「上級問題精講」をやりました。多くの問題が載っており、解法への道で身につけた数学力を運用していくのにいい手段でオススメです。ここで注意点なのですが、これらの参考書をやるに当たっても、どのような考え方をしたらその解法にたどり着くかなどを全ての問題に対して合理的に説明できるようにすることによって数学力が身について来ると思います。また、青チャートの巻末にある総合問題も問題のレベルが高く問題演習におすすめです。

次に東大数学についてです。先程述べましたが、東大数学は難しくなっており、0完でも合格している理一生も何人か見てきました。でも、どの年度のセットを見ても確実に1問は青チャートレベルの問題の解法を組み合わせたら解法が思い浮かぶ問題が存在し、それをきっちり合わせることによって合格にぐっと近づきます。(計算は大変かもしれないが)このように、基礎の問題に対する考え方を洗練させることが難しい東大入試でも重要です。私も青チャートをやってる時は、こんな簡単な問題ばっかりして本当に役に立つのか？とずっと思っていましたが、それをこなした後は世界が変わったように、東大の過去問や模試の解放の思いつきのレベルが格段に上がりました。どの科目でも言えることですが、このようにまずは基礎を完璧にすることが大切です。1d:T116b,こんにちは！

質問の「合格点」を60~70点/120点満点として考えて回答します！（目安でいえば、3完ほどになります）。点を稼ぎたい、ということも書かれているので、最後のほうに80点以上を目指す方法も簡単に述べます。

まず、ちゃたさんの現在の状況は進度や成績のともに概ね順調で、現役合格も見えていると思います。勉強法は確立されているとのことなので、おすすめの本について書きますね。参考までにですが、私は独学＋Z会で数学を勉強して、秋以降は基本的に3完以上は出せるようになりました。

◇大まかなスケジュール
受験までにあとこなすべき問題集は2～3冊だと思います。数学は化学などと異なり、ここからは問題集が参考書の代替になっていくので、ひたすら問題集を解いていくのが重要です。過去問を解き始める時期を加味して、9か月で3冊こなすとしたら、単純計算で3か月で1冊です。かなりゆっくりに見えますが、数1～3までをやると考えると緩くもきつくもないペースです。

◇1冊目に入る前に
まず、何よりも優先的に数3の体積は終わらせるべきだと思います。もっと言うと、青チャートは数1～3までのすべてをゴールデンウィーク時点で終わっていると余裕ができます。「青チャートだけで東大数学は解ける！」のような言説がよくありますが、これは実際には、大学入試の内容は教科書にある内容しかないのだから教科書を読めばなんでも解ける、みたいな暴論だと思います。青チャートよりも難しい参考書に早く進むためにも、（おろそかにはしない前提で）サクサク進めましょう。

◇1冊目（～夏休み終わりくらい）
いくつかおすすめの参考書を挙げます（ニューグローバルレジェンドでも良いかもしれません）。

・プラチカ
数3のほうはめちゃめちゃむずいので注意が必要。

・やさしい理系数学
「やさしいと言いつつ難しい」という噂が独り歩きしているが、意外と本当にやさしい問題も多いので、青チャートの次にやるのはおすすめです。

・新数学スタンダード演習
「大学への数学」の増刊号で、私はこれを主に使っていました。面白い解法なども多く、気軽に解ける形式なのでめちゃめちゃおすすめです。問題ごとに難易度を表すアルファベットが振ってあり、難問に時間が溶けていくのを事前に防止できます。

◇2冊目（～11月くらいまで）
11月くらいからは過去問も進める人が多いので、夏休みとその時期をつなげるための本を挙げます。ここまで来たら、初見の問題への対応力を鍛えたい部分もあるので、何周もしなくても良いかもです。

・新数学演習
上述の新数学スタンダード演習の続編です。これも難易度が振ってあります。ちょうどいい難易度だと思います。

・上級問題精講
基礎問題精講の最強バージョンです。問題文が短い系の問題が多い印象があります。問題数もあまり多くないので、数3まで合わせてもそこまで時間をかけずに解ききれるのがメリットです。

上の2冊を順に、2，3冊目とするのもありだと思います。

◇80点以上を目指すなら
もっと東大特化型の問題集に触れる必要があります。私はやっていませんが、以下の二つが有名な印象です。

・鉄緑の50年過去問
・掌握シリーズ

長くなりましたが、簡潔に言えば、とにかく青チャートなどで基礎を完成させて、夏までに応用力を磨き、秋から冬にかけて過去問レベルまで解けるようにして、最後は過去問と同時並行でやったりもっと深い過去問研究をする、というのが大要です。このスケジュールだと、夏までは地道なところなので、飛躍的にも市などで成績が伸びることはないかもしれませんが、最後は必ず結果がついてくるので忍び強く頑張ってみてください！2:["$","main",null,{"className":"px-4 pt-4 pb-4","children":["$","div",null,{"className":"max-w-3xl mx-auto w-full","children":[["$","div",null,{"className":"mb-8","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/h6xeh63x?advice=ncdhlWUBVTfCb-RZWqXJ","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"mb-4 rounded"}]}]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":"東大一橋志望 高2"}],["$","div",null,{"className":"flex justify-between mb-4","children":[["$","div",null,{"className":"text-left text-xs text-caption","children":["クリップ(",42,") コメント(",1,")"]}],["$","div",null,{"className":"text-right 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mb-4","children":[["$","div","advice-part-0",{"children":[null,"数学に関して私がやっていたのは、\nチャートを丁寧に一周→一対一等の問題集を丁寧に一周→大数などの少しレベルの高い問題集を一周\nというものです。問題集は3冊だけ使いました。\n\nたしかに、駿台全国模試のレベルで、偏差値70くらいの成績を取るには青チャートだけでは不十分だと思います。\nただ、青チャートを完璧に解く力がなければ、駿台全国模試レベルの問題は解けません。\n「青チャートだけでは不十分だ」というのは事実ですが、その言葉に釣られて、青チャートが完璧ではないのに次のレベルの問題集に進むのは危険です。\n基礎を完璧にしたら、次のレベルに進めば良いと思います。あと1年半、まだ先は長いのでじっくりと青チャートを完璧にして、「青チャートなら余裕や！」ってなったら次の問題集に進んでください。一橋や東大の文系数学ならそれで十分に合格点が取れます。\n\n不安定な土地に根付いた木はすぐに倒れます。\nしっかりした大地にこそ大樹は育ちます。\n\n頑張ってください、東大でお待ちしてます！"]}]]}],["$","div",null,{"className":"mb-4","children":["$","$L16",null,{"adviserImageUrl":null,"adviserName":"山田太郎","adviserDepartment":"東京大学文科一類","adviceId":"ncdhlWUBVTfCb-RZWqXJ","numberOfFan":11,"clipsAvg":25.8,"adviceRateAvg":5,"profile":"東京大学文科一類2年。法学部に進学内定してます。\n受験で使った科目は英語・国語・世界史・地理・数学・生物基礎・地学基礎でした。\nセンターは851/900でした。\n東大以外に受かってたのは、慶應義塾大学法学部・経済学部・商学部、早稲田大学政治経済学部政治学科・法学部・社会科学部(全てセンター利用)、明治大学法学部(センター利用で特待生)です！\n受験生の皆さん応援してます📣"}]}],["$","div",null,{"children":["$","$L7",null,{"href":"https://ck.jp.ap.valuecommerce.com/servlet/referral?sid=3364577&pid=884970531&vc_url=http%3A%2F%2Fshingakunet.com%2F%3Fvos%3Dnrmnvccp0000100","rel":"nofollow","target":"_blank","children":["$","$L8",null,{"src":"/images/document_request_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink 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mb-1","children":"東京大学理科二類に合格したものです。私の実体験に基づいて勉強法のアドバイスをしたいと思います。\n\nまず、数学の参考書は極論1つで十分です。つまり、青チャートだけで十分です。ただし、必ず完璧にしてください。完璧というのは抜き打ちで適当なページを開いて解いてみても全部解ける状態です。この状態になればまず間違いなく全統では偏差値が75まで伸びます。\n確実に伸びます！\nおそらく今偏差値が64で止まっているのは参考書に手を出しすぎです。私も一体一対応を買いましたが結局1度もやりませんでした。その理由は青チャートを完璧にするのに時間がとてもかかったからです。しかし一体一対応はやらなくて正解だと私は思っています。\n\nまず、数学の参考書は「完璧」にすることにしか意味はありません。一度解いて終わりなんてことは最も意味をもちません。つまり、もし一体一対応やスタ演に取り組んでいるのなら必ず解いた問題は解けるように何周も何周もする必要があります。しかし、受験までそんな時間はありません。つまり、青チャートを完璧にすることなく次の参考書に進み、問題を解いて終わらせるというのははっきり言うと「時間の無駄」ということになります。ただ、高二でこのことに気づくことはとても難しいことです。\n逆に、高二からこのことに気づいて青チャートを完璧にして高三を迎えてみてください。\n数学が足を引っ張るなんていうことは起こりません。なぜなら周りの人はまだ正しい勉強法にたどり着いていないからです。\n\nまとめます。つまり、青チャートのみで十分です。しかし、必ず「完璧」にしてください。完璧にするまではほかの参考書には手を出さないことを約束してください。おそらく完璧にするころには過去問に取り組んでもいい時期だと思います。その時にわざわざ他の参考書は使う必要はありません。過去問を解いて自分の力を試してください。そして、必ず解き直してください。自分の弱点を探し出してください。そして、チャートに戻り、弱点を克服してください。この繰り返しが合格につながる大きな勉強法です。私も結局青チャートと過去問しかやっていません。ただ、青チャートは7周はしましたし、過去問も東大の問題なら25年分全て解き直しを完璧にしました。これで十分です。\n\nここまでお読みいただきありがとうございます。是非参考にしてみてください！"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"高二東大数学"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"こんにちは。\n\nまだ高校2年ということで、時間的には十分余裕はあると思います。\n青チャートや重要問題集の全ての問題に対して、見た瞬間に解法がわかるレベルならば、基礎はできているとして次の参考書に進んでも良いでしょう。\nまだ解法が思いつかない問題があるようなら、その単元に関して青チャや重問をもう一周しても良いと思います。\n新スタ演の一歩手前に河合塾の良問プラチカというものがあります。そちらを先にやることをオススメします。\n(文/理でⅠAⅡB、理でⅢがあります。東大志望ならば文系プラチカをやるのが良いと思います。)\n\n偏差値51とはいっても、東大模試の50ですので、基本的なところは固まっているように思います。\nどんな模試でも、すべての高校生が受けるような模試なら偏差値60〜65、東大模試なら偏差値50程度を目安として、これを下回る回があるようでしたら、基礎の部分で躓いている箇所があるので、青チャートなどの基礎的な参考書で確認してください。(あくまで東大基準です。)\n\nあとは自分の取りたい得点と相談しつつ、どこまで数学を極めるかを決めて演習を回すのみです。\n東大の理系志望ならば、最終目標は数研のオリジスタンの問題を自力で解けるようになることだと個人的には思っているので、\nⅠAⅡBは2年生の終わりまで、Ⅲは3年生の夏前までには基礎(メジアンや1対Ⅰ対応)を完璧にして、応用問題に手を出せるようにすると良いですね。\n\n参考までに私のやっていたものを書いておきます。\n()になっているところは代替できるだろうという参考書です。\n\n2年正月まで：青チャ(重問)完璧\n↓\n3年GWくらいまで：メジアン(1対1対応)\n↓\n9月くらいまで：文系プラチカ\n↓\n7月〜：新スタ演・オリジスタン・過去問\n\n重問や1対1対応はやっていなかったので難易度は少し違うかも知れませんが、レベル感は概ねあっていると思います。\n\n以上、参考になれば幸いです。\nぜひ東大で一緒に学びましょう。楽しみにしています。"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"青チャートは完璧にすべきか。一対一対応ではだめか"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":" 数1Aの復習と数2Bの学習を並行して進めるためには時間が足りないということですね。\n青チャートを完璧にする必要はありません。ふというのも、ある特定の参考書を完璧にすること自体は大事ではないからです。その中身を理解しているかどうかが大事なわけです。\n\n1年生の時に解いたことがある問題を忘れていると言っていますが、それは解き方を覚えていないということでしょうか？もしそうだとしたら、当たり前です。1年前に解いた問題だったらそんなもんです。\n解き方を覚えてなくても、自分の頭で考えて解けるようになることが大事です。\nそういう意味では、参考書に拘らずに、どんな問題でも頭を使って解くことができることが重要です。\n数学は結構発想力がモノを言う問題もありますので、いろんな問題にあたって、自分の知識や考え方をこねくり回す訓練ができるのであれば、チャート式でも一対一でもどちらでも良いと思います。"}],["$","div",null,{"className":"flex mb-1","children":[["$","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":[]}],["$","path","1",{"d":"M12 6c1.1 0 2 .9 2 2s-.9 2-2 2-2-.9-2-2 .9-2 2-2m0 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"数学の勉強計画"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"勉強お疲れ様です！\n\n具体的な計画も立てることができていますし、何より偏差値が大きく上がっているので、しっかりと勉強している印象を客観的にも見受けられます。\n\n具体的な対策ですが、数学の勉強時間についてはその心意気でも構いません。しかし、現実的に考えればもう少し英語にも触れていきたいところです。\n\n確かに一橋は数学の出来が合否を分けます。その他の科目では大きくミスをしない限り、そこまで差がつきません。\nただし、英語に関しては積み重ねが大切ですし、長文読解の基礎力がないと戦えませんので、もう少し英語に割く時間を多くしましょう。社会もある程度の知識を少しずつインプットしていかないと記述に対応していけません。これまでの既習範囲を復習していきましょう。よって、平日3〜4、休日6時間前後がベストです。これ以上やっても集中力が落ちて、効率的でもありません。\n\n\n\n扱うテキストや時期は全く問題ありません。\nとにかく、解けない問題・新しい問題に積極的に触れ、模試や本番で後から解けたのにとならないような勉強を意識しましょう。\n\n\n赤本も、まずは共通テストとセンター、共通テスト予想問題含めて全10回分解いてからやりましょう。それが終われば赤本はとにかくやりこんだもん勝ちですし、基本一橋以下のレベルの過去問に積極的に触れる必要もありません。よほど苦手分野がない限りは、東大、京大、東京工業大学、その他早慶医学部レベルの問題を少しずつ解ければ十分です。\n\n\n参考になれば幸いです！"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"一橋志望 数学の勉強計画はこれで大丈夫か"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"お答えしますね！\n\nよくあるルートなのでそのルート自体に問題はないと思います。しかし問題は「質問者様がそれだけの量をこなせるのか」と言うことです。数学が辛いと感じるレベルで、それだけ大量の問題をやるとなるとかなりの時間を数学に割かなくてはならなくなります。「数学が苦手だから数学の問題をたくさん解こう！」というのはいいことだと思います。しかし受験は総合力です。しかも、合格者と不合格者の間で顕著な差があるのは、文系の場合社会でしょう。そこまで大量の問題をやるのに一年という時間は短すぎると思います。\n\nそこで、数学は\n\n①青チャートを今以上に完璧な状態をめざす\n②他の問題集は練磨に絞り、余裕があれば理系プラチカもやる\n③応用問題の演習は過去問を使う\n\nということにしてはどうということにしてはどうでしょうか。一年は長いようで時間がありません。しかも社会の未修範囲を完璧にしつつ、一橋の恐ろしい社会科の論述を対策し、国語では近代文語分までやらなくてはなりません。その意味でも、数学に関して使う教材を絞って学習を進めてみてはいかがでしょうか？"}],["$","div",null,{"className":"flex mb-1","children":[["$","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 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"数学の参考書"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"回答します。現実的な話をしますと、問題精講シリーズは青チャートと同じく網羅系問題集のため、わざわざやる重複したものを買う必要はないですし、プラチカの文系問題集、一対一対応は青チャートよりも難易度が高いため、実力がないと空回りしてしまいます。結論ですが、青チャートをやりましょう。ぶ厚すぎて自主学習する気が失せるというのはだれしもが抱く共通の感想だと思いますが、それを通らずしては数学の実力アップは見込めません。\nそもそも受験数学において、数学は基礎だけでもかなり範囲が大きく、応用問題も考えるとそれ以上にあります。では、数学が解けるためにはどうすればよいか。応用問題を含めすべて暗記する...おそらく広すぎてそれこそ不可能だと思いますが、応用問題が出ても対処可能なぐらいの基礎力を養成するための問題量を暗記するならだれにでもできます。ではそれはいったい何なのか。青チャートのような基礎網羅系問題集を丸まる解いて理解し、暗記することです。\n　いうなれば、これが数学の実力養成において大学受験を目的とするならば、最短距離でありその苦しみ、逃避は通過儀礼です。ぜひぶち当たってみてください。\nまた、おすすめの参考書ですが、文系ならば青チャート以降に一対一対応、プラチカをちゃるのは良い手です。一対一対応は、やや発展的な内容、テクニックを学べ、プラチカでは大学入試に求められている実力の基準が把握できると思います。\nですが、いろいろ参考書に手を出す前に、良書ですので青チャートを一度しっかり収めてみてください。偏差値75~は数学で固くなれます。"}],["$","div",null,{"className":"flex 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