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1b:Td6f,こんにちは！プロシュートと申します。

数学の勉強法について紹介します！
まず、数cの分野が得意ということは素晴らしいです！しかし数cの分野が満点近いにも関わらず6割ほどということは数2bの分野が公式や定理の段階で苦戦している可能性があります。間違えた箇所を自分が使っている網羅系参考書で確認し印をつけておくと良いと思います。

全ての分野で7割以上正解できたらそれ以上は共通テストへの慣れで点数は上がっていくのでまずはそこを目標して下さい！！

ここからは模試や2次試験に向けた数学の勉強の仕方を紹介します！！

[勉強範囲]
理系ということで2次試験には数3cから多く出題されます(5題出たら3題は数3c残りは整数や確率といった具合)
つまり数3cを制したものが受験数学を制すると言っても過言ではありません❗️
そして数3cの分野にはそれぞれ数1a2bと深い関わりを持った分野があります。
極限なら数列、複素数平面ならベクトル、平面上の曲線なら軌跡、微分積分も数2から始まっています。以上の分野を中心にやることが合格までの近道と言えます！(整数や確率は頻出ですが独立した分野なので個別に勉強が必要)

[勉強方法]
次に勉強方法です。
ステップ1
まずは公式や定理を頭に入れ、網羅系参考書などを使い基本的な問題の解き方をマスターしましょう
オススメの参考書は難易度別に
下:基礎問題精巧、黄チャート
中:青チャート
上:一対一対応の数学
などがあります。

ステップ2
次に1で手に入れた知識を運用する練習です、模試や次のレベルの参考書などで見たことない
問題に当たると解けなくなる人はここの練習ができてないことが多いです！

具体的には
まず問題を見る、この時点で解法が浮べばそのまま解きます。大抵は浮かばないので手を動かしてなんとか自分の知ってる解法が使える形に分解します。(例えばnの自然数が問題に含まれている時は1、2、3と小さい数を入れてみて規則性がないか実験してみる。複素数平面なら
X＋Yiの形を代入して解けるのか、r(cosθ＋isinθ)の形を代入して解けるかなど、、)

今例に出したような手の動かし方を学べる参考書は少ないですが紹介します。
・ハイレベル数学の完全攻略
・世界一わかりやすい阪大理系数学合格講座
・世界一わかりやすい京大理系数学合格講座
京大志望でしたら世界一わかりやすい京大理系数学を解くと良いと思います。

ステップ3
最後に計算です。微積などはここの割合が大きく、逆に整数や確率はステップ2の割合が大きいです。
一朝一夕で身につくものではありません、解法が頭に浮かんでも答えを見ず必ず答えまで出すようにしましょう。

最後に
国立は教科数も多く時間があってもあっても足りないと思いますがやらなければいけない事をリストアップし一つ一つ潰して行けば間に合います。頑張ってください！！！！1d:T1484,勉強お疲れ様です！☺️
一橋大学商学部の山口かけると申します。
実際に一橋を受けたものとして相談にお答えできればと思います！

前提、危機感は持ちつつ、焦る必要はありません。
数学を克服できる勉強方法は、入試で必須な分野を（場合によっては絞って）とにかく演習することです！
参考書ルートは、青チャートなどの網羅系をこなし、都度必要な演習を抑えて過去問に臨むルートをお勧めします！

それぞれ具体的にお話しします。

そもそも、苦手な数学を克服する必要はあるのかと言うことを考えてみましょう。

もちろん、克服できた方が良いですが、全てを克服する必要はありません。
入試で言うと、一橋で頻出な分野である整数・確率・微積・図形（ベクトルなど）・数列さえ攻略できれば問題ないです！
ここでの結論としては、「数学全然できない」と焦ってしまうよりも、「必要な分野だけを極めよう」というように難しく考えすぎず、前向きに捉えてもらえればと思います。
（そもそも進研模試の結果はさまざまな分野を含まれるので、2次試験の評価基準にはなりにくいです。）

次に、勉強方法と参考書ルートについてお話しします。

依然として進研模試で偏差値45という値は正直、かなり厳しい状態です。
それを打開する方法としては、「ひたすら場数を踏む」こと一択だと思います。
なぜなら、たくさん問題を解くことが数学の上達の一番の近道だからです。
それほど厳しい教科ですが、逆にやった分だけ成長を実感できる教科でもあるので、前向きに捉えてたくさん壁にぶつかりましょう！
（参考書の具体的な勉強方法については後ろに記述しています。）

個人的には、参考書ルートとして以下の通りに演習するのが良いと思います。
高3の夏ごろまで青チャートなどの網羅系の例題レベルを徹底的に抑える（青チャートが難しいようであれば黄色などで対応する）
網羅系が終わり次第、必要に応じて応用問題を解いて演習力を身につけ、過去問演習に入る

このように設定した理由としては、すじゃくさんの課題を解決するのにぴったりだからです。ちなみに、今のすじゃくさんの課題としてはさまざまあるかと思いますが、以下のように要約できると思います。
・教科書の内容の理解度が低い
・理解したものを使いこなせない
・演習における引き出しが少ない

これらを全て克服できるのが、網羅系です。量は多いですが、教科書範囲から難関レベルの問題まで対応範囲が広く、基礎と応用を両方身につけられます。最初はインプットで苦労すると思いますが、慣れてこれば、どんな問題でも解答の方針を決められるようになります。
具体的な勉強法としては、
①分野を一橋で頻出なものに絞り、（前に記載）少しでも不安と思う例題を全て解く。
②少しでもみないと解けなかった問題に付箋をつける
③例題が終われば演習問題（エクササイズなど）に取り掛かる
④1周が終わったら付箋がついた問題のみを周回する
⑤付箋がなくなるまで周回する

そして、網羅系を完璧にこなせれば、過去問に入りましょう。
最初はボコボコにされると思いますが、過去問が一番良問であり、本番に一番近い問題です。傾向を掴むのにもぴったりです。
時間や能力的に厳しければ、整数と微積と確率に絞ってみるなど、厳選して演習してみると良いでしょう。最初に言った通り、全ての問題を解く必要はありません。むしろ、1つでも完答できれば社会学部であれば大きくライバルとの差をつけることができます。
具体的な勉強法としては、なるべく1年分を120分計って解くことをお勧めします。
なぜなら、解ける問題とそうでない問題を区別し、取れる点数をなるべく多く稼ぐ練習ができるからです。逆にどんなに数学が得意でもこのスキルがないと簡単に落ちてしまうので、ぜひたくさん練習してみてください。

最後に、問題を継続して解き続けることが一番大切です。
最初は1日1題で良いので、毎日決まった数の問題を解いてみましょう。
継続できるかどうかで1年後の能力は天と地ほどの差がつくでしょう。
一橋の数学はどの学部でも一番差がつく科目なので、数学で勝ちを掴み取ってください！！

少しでも参考になれば幸いです！
またわからないことがあればコメントなどでなんでも言ってくださいね！
心から応援しております！☺️1e:Td13,こんにちは‼️現在は受験に落ちて慶応在学中ですが一橋を目指してきたのでアドバイスさせていただきますね。

まず一橋の2次試験に限定するのであればとにかく微積分，ベクトル，確率，整数，座標といった頻出単元をマスターすることが大事です。これらの単元で基礎の理解ができていない部分がある場合はすぐに対策しましょう。基礎ができていない場合，具体的に何をすればいいかというとお手持ちの参考書（青チャでもFGでも学校でもらったものとかでもいいと思います。）の例題からやり直すことです。例題がこなせるようになって初めて数学ができるようになります。その時，記述の練習もしてください。難易度が高い一橋数学は完答を狙いに行く必要はないです。できることを最大限答案用紙に書けて，その中に誤りが少なかった人が受かっていきます。なのでとにかく記述で間違ったことを書かないように，書かなければいけないものを書き忘れることがないように対策してください。例題ができるようになったら練習問題を解いていってください。この時，問題を解いた日付，問題を解くことができたかをメモしましょう。あとでこれらをもとに2回目，3回目，4回目，，、と解き直しの優先順位を立てていきましょう。私は6回ぐらい同じ問題をときました。後輩から『赤本はいつから？』と聞かれることもありますが，私の結論は共テ後でいいと思います。数学に至っては同じ問題が出てくるもん同じ問題が出てくる問題が出てくることはありませんし，この時期から解いても手がつかないと思います。なので他教科よりも赤本の重要性は高くないです。そして，頻出単元以外はたいして対策しなくていいと思います。もちろん共テは解ける必要があるので共テが取れるようにはしてほしいですがそれ以上は必要ないと思います。

そして法学部志望であるならば，2完すれば他教科次第で合格できる感じではないでしょうか。一橋の数学は難易度の乱高下が激しく，大問ごとにバラバラなのでどの大問が簡単かは問題見てみないとわかりません。（今年は全部難しく見えて入試会場でテンパってしまいました）なので一概には言えないのですが，易しめの問題が多いのは微積分の大問だと思います。私が通っていた塾では『社会学部志望は微積だけやっとけ』って言われていたぐらいなので。個人的にはあとは座標が難易度易しめかなとは思いますが，確率，整数に関しては商学部，経済学部に関しては勝負の大問になりますが，法学部であれば記述で数点稼ぐぐらいで十分な大問かなと思います。
最後になりますが2教科も得意科目があるのは自信にすべきです。ここからは数学をコツコツ伸ばしていけば合格に近づけると思います。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":[["$","div",null,{"className":"mb-8","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/h6xeh63x?advice=geiM68BRmzfl77WaBGyq","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"mb-4 rounded"}]}]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":"数弱から数強に"}],["$","div",null,{"className":"flex justify-between mb-4","children":[["$","div",null,{"className":"text-left text-xs text-caption","children":["クリップ(",2,") コメント(",2,")"]}],["$","div",null,{"className":"text-right text-xs text-caption","children":"8/14 9:20"}]]}],["$","div",null,{"className":"coach-mark 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mb-1","children":"苦手科目の向き合い方について私の見解をお伝えします！\n\nまず大前提として、大抵の人が持つ苦手意識というのは、｢自分の成績の中で相対的に偏差値が低いから｣というものです。あなたの英数の偏差値をみる限り、特別苦手で素質が皆無ということは全くありませんので安心してください。\n\nしかし、安心したままでは元も子もないので重要な事実を伝えます。それは、東大文科の合格者と不合格者の点数は数学で1番差がつく、ということです。ご存知の通り、国・英・社2科目は120点満点であるのに対し、数学は80点満点と比率としては数学があまり影響しないと思われがちです。しかし、実際は英国社ではあまり差がつきません。英語はまだ、満点近く取る帰国子女などはいる一方、国語に関してはどれだけ実力を持ってもまず90点は超えません。要するに国語は標準偏差がとても小さく高い偏差値を取った割にはあまり差をつけられない科目と言えます。\n\n以上より、英数の攻略は不可欠であり、特に数学では本番の合否に直結すると言えます。もう一度述べますが、あなたは英数が自分の成績の中で相対的に向いていないように見えているだけで、実際は苦手なわけではありません。数学と英語という学問に対して真摯に、謙虚な姿勢で挑めば必ず成長します。初めは苦しいです。沢山覚えても点数が伸びません。伸びるタイミングは覚えたことが｢常識化｣された時です。そこにたどり着くには泥臭く英数に取り組む段階があり、避けては通れません。\n\n志望校が志望校ですから、周りの中にはいわゆる天才的な素質を持つ者がいて、自分がどんどん距離を離されていくことに心が折れそうになるかもしれません。しかし、受験直前期にはその差が埋まっていることが多々あります（出題範囲が限られているため）。焦らないでください。自分のペースを掴み、常識化することを意識してただ淡々とこなせば勝利は目前です！"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 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