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19:Td37,初めまして。
数学の勉強についてアドバイスできたらと思います。質問者さんはしっかり基礎を固めようという勉強のやり方ができていて本当に素晴らしいと思います。質問者さんの通り、数学で本当に重要なのは基礎です。そのために青チャート、素晴らしい武器だと思います。そしてその青チャートの進め方、素晴らしいと思います。どの問題も見た瞬間に説明出来る。これは本当の理想形だと思います。まぁでも実際に全ての問題をそこまでに持っていくのは本当に本当に簡単なことでは無いです。しかしそれを目指して勉強することは価値のある事だと思います。もちろんできなかった問題には印をつけて2週目、さらにできなかったものは3周目…とまずは完璧に解けるようにすることを目指して、どうも苦手であまり解けないなと思う問題を解法から全て解説できるようにするというのでも十分かと思います。自分の中で分かりきったほどまで理解出来ているような問題であれば別にそれを極める必要は無いかということです。僕が青チャートを解く上で意識していたのはそのように抜け目の無いようにしよう、ということです。何周もして分からないものを無くしていく。そして次の参考書や過去問に挑んだ時分からない問題や不安な問題があったら同じ分野の青チャートまで戻って、時には教科書まで戻って復習する。そのことを心がけていました。
正直、青チャートを完璧にするというのはゴールの見えないレベルで難しいものだと思います。いつくらいに完璧になったかという質問には僕は答えられません。本番の前まで青チャートを確認していました。夏くらいには他の参考書にレベルを上げていたかもしれませんが、青チャートが完璧になったとは本番前まで言えなかったと思います。というか結局完璧にはならなかったというのが正しいかもしれません笑。でも、これだけは確かに言えるのですが、数学に限らず勉強の本質は復習にあるということです。完璧にするという言葉の裏には常に復習するという言葉が隠れています。ですので真の意味での完璧を目指して固執しすぎるのではなく、先程言ったように他の問題を解いていて分からなかったらその都度青チャートや教科書に戻ってくる。ある程度完璧に近づいたならこの作業というか復習することが本当に大切になってくると思います。
質問者さんは背伸びをせずしっかり基礎から勉強しています。これは実はかなり凄いことで、それが出来ていることにまずは自信を持ちましょう。またその進め方も自信を持っていいと思います。僕か言ったアドバイスはあくまでぼくの意見ですので、質問者さんがもっとこれだ！と思う勉強があるならそれを極めてみてください！どうか質問者さんの勉強が捗ることを願っています。1b:Td74,こんにちは！

京都大学に通っているものです。

1年生のうちから受験を見据えて勉強しているのであれば、
不安があるのなら、
１番初めからやり直しても充分間に合うと思います。

自分も3年の夏に結局チャートを一周以上する計画を立てていたくらいです。

定着しているかどうかは、
いくつかご自身の勉強法があると思いますが、
自分はどうやって勉強をしていたかを軽く紹介します。

自分は解いた問題をまずは仕分けする作業をしていました。

〇→いつ聞かれても瞬時に解法と過程が思いつく問題

△→解けたけど、もっとスマートな解き方があった、苦戦した問題

☓→解けなかった問題

問題を解いたらまずこの3つのどれかを分類していました。

定着とは、
チャートの全ての問題が〇の問題に分類されるようになることを指すと自分は思います。

△や☓だった問題は、
翌日や3日後1週間後などに
定期的に見直しをして、

この問題は解くときには
こんなところでつまずいた
この解法が浮かばなかった

など解いたときのことやポイントは
克明に覚えていればいるほどいいです。

そうして何回も見直していくうちに
〇の問題と同等レベルに解けるようになってくると思います。

自分で定着したと感じたら〇をつけると良いと思います。

これで定着率を可視化することで、
漠然とした不安がなくなっていくと思います！

ここでさらに少しだけ踏み込んだ話をします。

自分の経験だと、
数学はそういったチャートなどの基本問題たちの複雑な組み合わせから応用問題はなっていると思います。

当然、入試当日にチャートと全く同じ問題など出ることはありません。

しかし、
終わったあとに解説を見てみると
全て自分の知っていた知識だった、
なんてことはよくあります。

つまり、
基本問題をおさえるフェーズ
とは別に、それらをうまく使う練習もしなくてはなりません。

その練習の一つとして、
自分なりに応用問題を分類してみるということを自分はしていました。

もちろん復習するために〇か☓かの分類はしますが、
それとは別に、
チャートのどの解き方を応用したものなのかをチャートにメモすると良いと思います。

例えば、
チャートの例題31の解き方で
東大の2020年の第3問が解けるのなら
（ほんとに適当な数字です）

チャートの例題31付近に
東大のその問題がこれの応用であることをメモします。

そうすることによって、
その基本問題は
どのようにひねられることが多いのか
を自分の経験として積むことができるので
似たような応用に対して適応できるようになっていきます。

これからたくさんの数学の問題を解いていくと思いますが、
それらの問題のすべてを吸収する気持ちで、
どんどん経験をためていくといいとおもいます。

本題からズレてしまってすみません。
勉強がんばってください！1c:T10e5,こんばんは、今年慶應理工に入学したものです。私も青チャートには非常にお世話になったので、回答させていただきます！

まずは例題を(解説を何か他の紙などで必ず隠して)解いていくのが良いと思います。
そこで、、

a. 'ほとんどの問題は解説を見ずに解ける場合' 
まずは解けなかった例題の解説を読んで、ちゃんと理解しましょう。(頭に入ってこないor読んでもよく分からない場合は、解説をノートに写経すると良いです)
そして次に、その例題の下にある練習問題を解きましょう。これは忘れない程度に時間を開けても効果的ですが、私は覚えるためにもすぐやってました。

b. '半分以上解けない場合' 
この場合は、解けなかった例題に対する対処は a の場合と全く一緒で良いのですが、aのように練習問題をやっているとなかなか青チャートが進みません。
また、半分以上解けないということは、その単元の理解が浅いと予想されますので、まずは例題を一通りやって単元の理解(全体像の把握)をする事が重要になってくると思います。
数学は一度理解したと思っても、自力で解けるようになるまではやや時間のかかる科目だと思います。
従って b の場合は '青チャート一周' で例題を完全に解けるようになるかと言うと、難しいでしょう。
しかし、 'とりあえず、例題を一周する' とかなり見通しが良くなると思います。(雑に早く沢山解くよりは、丁寧に基本を抑えていく方が必ず身になります)

青チャート一周目は途方も無く道のりに感じるかもしれませんが、丁寧にやれば二周目は軽くなるでしょう。

aの場合で一周した後や、その単元に自信がある場合は、章末問題などを解いて本当にその単元に抜けがないかを確認しましょう。そして、抜けているところがあれば、また例題に戻ったり、練習問題を解きましょう。抜けていなければその単元は完了です！他の問題集を解きましょう。

bの場合で一周した後は、もう一度例題を一周してみましょう！！！ きっと a に進めるし、一周した後は基礎を抑え始めているはずです。

色々と言いましたが、青チャートの進め方はハッキリと言って趣味に依りますので、単元ごとに例題二周目に取り組んでも良いし、一冊ごとに二周目に取り組んでも良いし、1A・2B・3と3冊とりあえず一周するのも良いと思います。(ただ二周するまでにあまり時間を開けると、忘れてしまうので注意が必要です)

共通して大切なことは、"一度解いただけで人は解けるようにならない" という少し残念な事実を肝に銘じることです。


余談ですが、私は高2の時に青チャートを一周して、高3の夏にまた二周しました。一周するごとに数学の見通しが良くなっていったのを実感しました。
本当に数学は "基本" が大切です。
もう夏だからと焦って自分のレベルに合ってない(背伸びした難易度の)参考書を使ったりすることは、数学においては遠回りと言えます。

夏だからと言って遅くはありません。
数学は努力が実るのに数ヶ月かかると言われていますが、本番まではまだ半年あるからです。
青チャートは基本を網羅している素晴らしい参考書です、基本が不安ならば、まずは一周しましょう！！！

長々と色んなことを書きましたが、実際そんなに簡単な事ではないと思いますので、必ず  '2週間で終わらす！' などと自分の中で期限を決めて取り組みましょう。

今回は青チャートをフル活用する前提で話しましたが、合わないなと思ったら自分に合う参考書に変えるのも良いと思います。

しっかりとこの夏で数学の基礎が固まると良いですね。応援しています！2:["$","main",null,{"className":"px-4 pt-4 pb-4","children":["$","div",null,{"className":"max-w-3xl mx-auto w-full","children":[["$","div",null,{"className":"mb-8","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/h6xeh63x?advice=Tkt5bHUBTqPwDZPuwcle","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"mb-4 rounded"}]}]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":"基礎が固まるとは"}],["$","div",null,{"className":"flex justify-between mb-4","children":[["$","div",null,{"className":"text-left text-xs text-caption","children":["クリップ(",18,") コメント(",0,")"]}],["$","div",null,{"className":"text-right text-xs text-caption","children":"10/28 8:52"}]]}],["$","div",null,{"className":"coach-mark 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"基礎が固まったサイン"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"数学に関しては「青チャート例題の解法がどの問題みてもスッと出てくる状態」をもって基礎ができたと言っていいと思います。\n個人的に受験数学は「解法をストックする段階」と「初見の問題に対してアプローチを考えて適切な解法を選べる段階」の二段階あると思っています。京大志望であれば最終的にはこの「初見の問題に対してアプローチを考えて適切な解法を選べる段階」に到達する必要がありますが、まずは選べるくらいには解法を持っておく必要があります。\nその点で青チャートは優秀です。知っておきたい解法が網羅されているので、例題に載っている解法がその背景的な意味も含めて理解、かつ使えるようになっていれば次のステップに\n移っても問題ないでしょう。\n\n英語の「基礎ができた」は少し定義が難しいですが、読解に関しては「読める」ならOKです。\n読むためには単語、文法、構文の知識が必要になるので、「読める」（曖昧に文意が取れるということではなく、正確に訳すことができる）＝これらの技術が総合的にあると考えられます。結局はどのレベルの英文が読めるか、というのが英語読解力なので単語、文法、構文が簡単な英文、例えばそこまで難しくない大学の入試問題や、共通テストに出る文章、あるいは学校で使うような英語のテキスト（名前を思い出せない）が難なく読めれば基礎英語力はあります。\n担当教員の出身が国立か私立かにもよって英語の指導方法が変わってくるとは思いますが、私立出身の方だと「文法問題が解けること」も基礎とするかもしれません。\n\n数値目標については、全くの感覚ですが駿台全国模試偏差値50程度あれば京大志望者としては「基礎ができた」と言って問題ないです。数学は科目全体合計で、英語は各大門ごとに超えていればいいです。あるいは共通テスト形式で8割安定するなら、これも「基礎ができた」と言っていいと思います。（この時期はまだ共通テスト形式を解いていないかもしれませんが）要は「なんとなく分かる」で先に進むな、というのが基礎固めの意味だと思います。"}],["$","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":"青チャの進め方"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"すごいですね！めっちゃ早いし、いいことだと思います。\n青チャートは例題と練習問題がついてますよね。例題は下に解答例がついています。まずそれを読んで、解き方や公式を覚えます。それが理解できたら、今度はその解法を使って練習問題を解いていきます。練習問題でつまずいても、例題の解答を読んだり、最悪答えも見てもいいと思います。全問それをやるのは効果的でないですが、10分以上考えてもわからないという状態になっては、時間の無駄なので、その状態になったら、答えを見ることも有効かと思います。持論ですが、数学は解き方をわかっているかどうか、答えに導くまでの思考過程を示せるかどうかが問われているので、答えを見ても、解き方を吸収できればよいのです。でも、答えだけ覚えるのはだめですよ。\n例題→練習問題の流れで章、あるいは単元を一周します。そしたら章末くらいにエクササイズがついてますね。それを解きましょう。ただ、エクササイズは、かなり難しいです。実際の入試問題ですし、最初はかなり手こずると思います。でも、最悪答えを見てもいいので、なんとか解き切ることを目標に進めてみてください。\n例題→練習問題→各章のエクササイズが終わったら、次の章というようにして、どんどん進めていきましょう。青チャートは大体2周したいですね。一年で2周は難しいと思うので、高2までかかってもいいと思います。\nあくまで参考程度にしてくださいね。頑張ってください。"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 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