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1a:Tc00,まずセンター対策
夏頃から徐々に対策を始めていきましょう。各予備校から出ている予想問題集を片付け、そのあと過去問という流れがよろしいかと思います。難関大とは言え、センター試験は大切です。センターで出来るだけ高得点をとっておくと二次試験を余裕を持って受けられます。また、センター数学は時間との戦いです。最初は時間内に終わすのは難しいでしょうが、実践演習を積んでいくうちに時間感覚が身についてきて、本番までに時間内におわるようになるはずです。センター数学の独特の形式になれるには秋からでは遅すぎる気もするので、夏から始めた方が賢明でしょう。まずは、センター試験で高得点を取ることです。センター予想問題集としてオススメなのは河合塾から出ている黒本です。書店に行けばわかると思います。また、駿台から出ている青本もやる意味はあると思います。予想問題集はどの教科もこの2冊を使うのが良いと思います。
もちろん、基本が身についていないようであれば、教科書例題や章末問題を完璧にすることが先決です。可能な限り早く基礎を定着させましょう。
次に二次数学について。受験勉強時に僕も阪大の問題を結構演習用に解いていてたのでその時の経験を踏まえて説明しますと、まず、大問が3つですので、問題との相性に左右されることも結構あるかもしれません。しかし、大体1問目は比較的易しめの問題であることが多いので、ここはしっかり完答しましょう。もし数学が苦手ならば1完半を目標にまずは頑張りましょう。さて、本題の勉強法ですが、もし数学が苦手ならば先ほど述べた基礎固めが終わったら青チャートをやることをお勧めします。時間もないので全問解く必要はありませんが、頻出分野や自分の不得手な分野を中心に演習しましょう。オススメの分野はだいたいどこの国立でも出題されるであろう、文系微積分、ベクトル、確率、図形と式、この辺りでしょうか。チャートが終わり、もし余裕があったらプラチカなどもやった方がいいですが、無理なようならチャートをより完璧になるように取り組みましょう。その後はいよいよ過去問です。10年分くらい解くといいと思います。昔の問題に関してはネット上に1998-2019までの主要大の問題と解説が載ってるサイトがありますので、そちらから入手することもできます。過去問を何周もしてよく研究しましょう。そして、余裕があれば他の旧帝大(名古屋、東北、北大など)の過去問にもチャレンジすると良いでしょう。
頑張ってください。1b:Tbcd,新高3ということですので過去問をやる期間を考慮しておすすめの問題集を教えたいと思います。
まず夏休みまでに青チャート1A2Bの出来なかったところの復習、今やっている他の問題集を終わらせてください、また3を夏休みが終わるまでに復習も含めて終わらしてください。数学は基礎がとても重要ですので青チャートでの訓練が数学力を底上げしてくれます。
基礎が固まった段階(遅くてもなく休み始まるまで)ですが蓄えた基礎を難しい問題に応用させる技術を磨くための問題集としてやさしい理系数学をお勧めします、別解が豊富にありますので自分がやったものと違う解法があった場合それらも理解しておくと今後の解法の幅が広がります。1A2B9月中に3は10月中に終わらせた方が良いと思います(もちろん11月以降も大事な問題できなかった問題はちょくちょく触れる)
10月からはそれらと同時に掌握に赤をすることをお勧めします。掌握は難しい問題を見てどうやって解法を選ぶかという発想に重点を置いておりその思考回路が言語化されているため今まで得た解法を体系的にまとめることができます(僕はこの参考書のおかげで大幅に成績が上がりました)。世間一般では難しすぎるからやる必要ないとかよく言われますが赤や緑はそれほど難しくなく阪大以上なら全然解けるレベルですので試してみてください。二週間あれば終わります。ちなみに青と緑はやる必要ないです、それぞれ東大、京大に特化しているので。
それが終わったら(終わる前でも可)過去問に進んでください、難関校は傾向の把握がものを言うので超大事です。
上のルートでも結構早く終わって時間が余ったり、全然足りなかっていすると思うのでご自身で調整してください。時間が余りそうな場合青チャートが終わった段階で理系数学完全攻略をすることをおすすめします。レビューを見れば一目瞭然ですが大絶賛されています。こちらも思考回路に重点を置いており三週間あれば終わります。
あまり難しくないのでやさ理の後だと無意味になってしまうかもしれません。
また理系であれば数学に頼るのは危険ですので理科の勉強も怠らないでください。

なんか命令口調になってしまいましたが全ては僕のおすすめなので参考程度に自分の好みも合わせてじっくり計画を練ってください。やさ理、掌握じゃなくてこの参考書はどうだ！とかあればコメントしてください、可能な限り自分の意見を述べさせていただきます。あと1年全力で頑張ってください。1c:Tcce,こんにちは！！勉強お疲れ様です☕️

好きこそものの上手なれと言うように、数学が好きなら必然的に爆伸びすると思います！その為の手助けをいくらかさせて貰えたらなと思います！！

まず、青チャートが終わったとの事ですが、青チャートが終わった＝初見でも絶対に間違えないという事です。仮に青チャートに少しでも不安があるのならば、これからの勉強と同時進行で、各単元1題ずつとかで良いのでコツコツ復習するようにしましょう。


さて、ここからが本題のこれからの参考書のオススメコーナーです✨
流れとしては大学への数学新数学演習→理系プラチカ兼文系プラチカ→過去問になると思います。
ではそれぞれの参考書の説明と使い方を説明して行きますね！

🔴大学への数学新数学演習
これは、青チャートの少し上のレベル。少し物足りない可能性もありますが、たまに罠も隠れているので注意⚠️  簡単な問題はしっかりミスなく取り切る底力を身につけましょう💪

🔴理系プラチカ
この参考書の価値は数Ⅲ.Cの部分にあります(なぜIA IIBが微妙なのかは後ほど)
数ⅢCの部分の演習用としては最高の教材です！これが問題なく出来たら数ⅢC分野は東大レベルでも堅い(稀に害悪な例外あり東大1998年後期第3問とか)

🔴文系プラチカ
理系なのになんで文系のやつやるんだ？舐めてるのか？って思ったそこのアナタ！！
僕も最初はそうでした
実はなんとIA IIB分野に限って言えば文系のプラチカの方が難しいんです！！(学内の友達も口を揃えて言ってるから間違いないはず)
ぶっちゃけ理系プラチカでも十分ではありますが、より難問が欲しいなら文系プラチカも是非見てみて欲しいです。

そしてプラチカ関連の参考書の何が1番良いかと言いますと、解答解説なんです！！！論理的でかつ様々な別解が書かれているので一題から学ぶ事が凄く多いんです！✨
是非自分の解法以外の解き方にも目を通してみて下さい！目からウロコがほろほろ落ちて来ます。

ここまで完璧にやれば、余程の奇問難問以外は解けると思います。その上で本番高得点を取る為には、取捨選択も非常に重要になって来ます。計算が面倒くさくても解けば答えが出るのなら優先順位は割と高かったり、逆に簡単そうと思って実は最難問だったりするので、その辺りの見極めは量をこなして行けば自然に身につくと思います！！
後は本番は時間も気にしなければならないので、日頃からその辺の訓練もしていけたら最高です！！！🌟


数学が好きと言う姿勢が何よりモチベーションになると思います！！その姿勢を忘れずに受験本番まで走り切って下さい！💪
ただ他の科目もしっかりやって下さいね笑(特に英語！！！)

ファイト🔥1d:Td56,こんちには！勉強お疲れ様です。
阪大経済のものです。質問者さんの現状も踏まえつつお答えさせていただきます〜

まず①完成させる時期の目安については、早ければ早いほどいいのは当然なのですが、今の時点で模試の偏差値がそれなりに高いこと、受験で2年ほどあり余裕があることを考えると高3を迎える前に一通り基礎＋典型的な応用問題まで解けるようになってればかなりいいペースと言えます。青チャートで言うならレベル(コンパス)3つの問題までスラスラ解けてれば完璧です！
その時点ではコンパス4つは解答見たら理解できる。コンパス5つは解答みても？？？って状態でも大丈夫です！(正直このレベルの問題は阪大文系数学ではほぼ出ないので、、、)

細かい進め方に関して

数1Aに関しては共テレベル模試で半分取れてるなら基礎はある程度完成していて、単元によっては怪しいかも＆難しい問題だとがくんと正答率が下がるくらいかなと思います。
ただ、他の受験生と比べたら圧倒的なアドバンテージがあることには変わりないので不安になったりせず、そのまま進めれば何も問題ありません。

数IIBCは多くの高校では2年生から順番に授業でやると思います。なので授業の復習をかねて青チャートを進めていくのがお勧めです。これは高校の先生の質や相性にも依りますが、先生の授業が好きなら授業メイン、苦手ならYoutubeなど見ながら独学で勧めていくべきです。


次に②のIAIIBCの進める順番に関しては正直人によって好みがわかれるところだと思います。
数IAはなんとなく地味な？分野が多く、基礎からしっかり積み上げる必要があるのと対照的に数IIBCは解法に工夫のし甲斐があり派手な感じ(と勝手に思っています笑)

なので私はIAメインで周回しつつ疲れた時にはIIBに取り組んで気分転換に使っていました。
逆に質問者さんがIAが好きならIIBを独学で進めながら疲れたらIAっていうのもありなので、どちらも試していただいて、自分の好きなほうでやってみてください！！

ただ、絶対に先にやる必要がある分野がいくつかあるのでいくつか紹介しておきます。

三角比(IA)→三角関数(IIBC)
場合の数と確率(IA)→確率分布(IIBC)
図形と方程式(IA)→ベクトル、2次曲線(IIBC)
複素数(II)→複素数平面(C)
などなどです！

ぱっと思いついたのはこれくらいですが、ほかにもあったら申し訳ないです。
これらは右側の分野を学習するうえで左側の分野の知識を習得済みであることを当然としているor習得していないと理解しにくい分野です。
IAとIIBCを同時並行で進めても問題はないですが、IIBCの分野を学習するときはIA側に関連分野が存在しないか軽く調べてから進めるようにしてください！


以上になります～②に関してはかなりアバウトに回答になってしまいましたが、、、
応援してます！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":[["$","div",null,{"className":"mb-8","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/h6xeh63x?advice=FCSoJzjUzErHzSyM","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"mb-4 rounded"}]}]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":"センター数ⅠAの勉強法について"}],["$","div",null,{"className":"flex justify-between mb-4","children":[["$","div",null,{"className":"text-left text-xs text-caption","children":["クリップ(",14,") コメント(",0,")"]}],["$","div",null,{"className":"text-right text-xs text-caption","children":"10/29 3:33"}]]}],["$","div",null,{"className":"coach-mark 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mb-2","children":"回答"}],["$","div",null,{"className":"mb-4","children":["$","$L15",null,{"adviserImageUrl":"https://firebasestorage.googleapis.com/v0/b/unilink-48e75.appspot.com/o/images%2Fs_FUxdqTIhuIr9ge6J.jpg?alt=media&token=5d2d4820-af0e-4594-bb40-69bad31ace66","adviserName":"ひこにー","adviserDepartment":"東京大学理科一類","adviceId":"FCSoJzjUzErHzSyM"}]}],["$","div",null,{"className":"coach-mark mb-4","children":"すべての回答者は、学生証などを使用してUniLinkによって審査された東大・京大・慶應・早稲田・一橋・東工大・旧帝大のいずれかに所属する現役難関大生です。加えて、実際の回答をUniLinkが確認して一定の水準をクリアした合格者だけが登録できる仕組みとなっています。"}],["$","div",null,{"className":"mb-8","children":[["$","div",null,{"className":"leading-loose whitespace-pre-wrap mb-4","children":[["$","div","advice-part-0",{"children":[null,"数学が教科書レベルまではかなりしっかり固まっているなら緑チャートの方が効率よく点数を上げられます。\nもし、もう一度基礎的なところからやり直しつつ、センター対策をしたいならマセマなどの解説が詳しい問題集がオススメですね。\n\nセンターⅠAは時間に追われるとはいえ、ⅡBのようなエグさは全くなく、しっかり対策すれば満点も取れます。東外大志望ならば、今のうちはじっくり英語を鍛えていくことが大事だとは思いますが、教科書レベルの数学は押さえて置けるよう、片手間に標準的な問題集をこなしていけると良いですね。\n緑チャートやマセマを使い始めるのは、高3の夏休みからがベストなタイミングでしょう。舐めすぎてはいけませんが、やはり重要度は比較的低いので、要領よく進められると良いですね。"]}]]}],["$","div",null,{"className":"mb-4","children":["$","$L16",null,{"adviserImageUrl":"https://firebasestorage.googleapis.com/v0/b/unilink-48e75.appspot.com/o/images%2Fs_FUxdqTIhuIr9ge6J.jpg?alt=media&token=5d2d4820-af0e-4594-bb40-69bad31ace66","adviserName":"ひこにー","adviserDepartment":"東京大学理科一類","adviceId":"FCSoJzjUzErHzSyM","numberOfFan":582,"clipsAvg":29.615384615384617,"adviceRateAvg":4.582706766917293,"profile":"東京大学の学部一年生です。よろしくお願いします！\n\n・出願：東京大学理科一類(現役合格)\n・併願：なし\n・セ試科目：英語,数1A,数2B,国語,物理,化学,地理\n・セ試得点：882/950点\n・出身校：今高3は120回生と呼ばれている高校\n・出身塾：鉄緑会\n・得意科目：化学\n・苦手科目：地理\n\nいわゆる、「東大理一はA判定だが東大理三はE判定」の点数帯に属していました。出願直前まで理三志望だったので、受験時代は修羅場で、しかし出願を実際にした理一は比較的余裕を持って合格できたという奇妙な経験をしました。なので、苦しい人、余裕な人、どちらの気持ちにも共感できると思いますので、皆さんのお力になれればと思います。よろしくお願いします。"}]}],["$","div",null,{"children":["$","$L7",null,{"href":"https://ck.jp.ap.valuecommerce.com/servlet/referral?sid=3364577&pid=884970531&vc_url=http%3A%2F%2Fshingakunet.com%2F%3Fvos%3Dnrmnvccp0000100","rel":"nofollow","target":"_blank","children":["$","$L8",null,{"src":"/images/document_request_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"理系数学　青チャートの数学勉強法"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"こんにちは。\n\n英数を早めに固めることは大学受験においてとても大切なことなので、方針はそのままで良いと思います。\n\n青チャートを例題だけ先に解くか練習問題も並行して進めるかに関しては例題だけ先に解くのをおすすめします。\n\n偏差値69の公立高校に通われているのであれば、青チャートの例題でやったことを授業でより深く身につけることができると思うので、自習では例題だけをどんどん先取りして、例題レベルを完璧に理解しておくのが優先だと思います。数学は基礎が疎かだと伸び悩むので、早い段階で青チャートの例題レベルを完璧にしておくと周りと差をつけられます。\n\nただ、数ⅢC(特に微積)は数ⅠAⅡBと異なり、理解が難しいというよりはたくさん手を動かして演習することが必要なので、数ⅢCだけは一通り例題をやった後すぐ練習問題も解くか、時間に余裕があれば例題→練習問題を繰り返すのでも良いと思います。高校数学において数Ⅲは計算ができることが最終目標とされているので、難関大学の入試でも数Ⅲは受験生の計算力を測るために、ちょっと難しい問題集にのっている問題の類題のようなものが出ることが多いです。(そのため数Ⅲは得点源にしやすい)。\n\n青チャート以外のアドバイス:\n数学の範囲学習が終わったら論理の学習をすることをおすすめします。おそらく学校でも青チャートでも「集合と論理」という単元で軽く扱った程度だと思いますが、命題と条件、全称と存在、必要と十分などはしっかり理解しておくと大学入試数学のあらゆる場面で活躍します(難関大では特に)。また、記述の際に使う同値変形にも必要なことなので、数学の勉強がある程度進んだら高2の内に勉強しておくことをすすめます。自分は東進の数学の真髄という授業をとって論理を深く勉強したことで数学の捉え方が大きく変わりました。今は本も出版されていると思うので、ぜひ一度見てみてください。\n\n後英語は数学以上に早い段階で仕上げることを強くすすめます。英語は一度単語や文法などの基礎知識を頭に入れてしまえば高3になってスムーズに過去問演習に入れると思います。\n\n\n高2の段階で具体的に勉強計画を立てようとしているのはとてもすばらしいことなので、学校生活を充実させつつ、引き続き勉強頑張ってください!"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"チャートか黒本か"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"はじめまして。\nセンターに限らない、少し一般的な話をします。\n勉強において問題演習から得られることは少ないです。問題演習はアウトプットの場であってインプットの場所ではありません。勉強とは問題を解くのに必要な知識をインプットし、それを使えるように解釈＆訓練するアウトプットするというプロセスが必要です。問題演習でインプットできるのは解答を読んでいる時であり、解答に載っている知識はその問題を解くのに必要なピンポイントな知識で体系性はないです。問題演習から勉強を始めるのはあまりにも効率が悪い。\n何が言いたいかと言うと、まだ全ての分野を抑えられていないなら問題演習の前にチャート式をやるべきです。それが終わってから過去問に入りましょう。\nセンターに絞るならそこまで広い範囲の網羅は必要ないので、問題を見てどの分野が出るのかを見てその分野を集中してやればいいと思います。もちろん全ての分野を網羅した方が確実で安全なので、時間がないときにこうしてください。そして直前期に過去問をやって時間配分や解くコツなどの戦術を練ればいいと思います。\n\nあと私はノルマ制の勉強をおすすめします。\n1日何時間勉強するという目標はただの自己満足です。自己満足の恐ろしい点は実力が伴うかどうかは博打でしかないという点です。\n受験とはやるべき事をやってそれを解答用紙に反映できたらどれでも通れるものです。そのやるべきことを蓄積するのが受験勉強です。そこに時間は関係ありません。能力(記憶力、汎用力、論理的思考力等)が高い人は短い時間でできるだろうし、低い人はもっと時間がかかります。人によってまた分野によってバラバラです。なのでノルマ制の方がいいです。\n全体(1週間程度)でまずノルマを決め、その次に1日ごと、時間ごとに決めればいいと思います。私がそうしてました。\nよく周りが何時間勉強しているから自分もやらなくては！と焦る人がいますが、それで刺激を貰うならいいですが、それで焦って自分のペースに乱す方が問題です。先も述べたように勉強のペースは人それぞれなので、自分のペースでやりましょう。サボっていいという意味ではありません。自分のペースでゴリゴリ勉強しろという意味です。\n\nセンターが近づいてきて嫌でも焦りやプレッシャーが出てきてると思いますが、負けずに頑張ってください。"}],["$","div",null,{"className":"flex 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