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14:Tee6,こんにちは！

自分の学校でもFGを採用していたので、僕が見てきた

「数学の成績優秀者がやっていたFG活用術」

を紹介します！
(ちなみに僕も該当してます笑)

*チャートも同じ形式なので使えます！

数学の成績が優秀な人はみんなFGを使って成績をあげていたので、FGをするということは間違ってないです！

ちなみに、初めは数学が苦手で苦しんでた人も、みんなこの方法で得意になっていったので、苦手な人にも効果アリです！

では、まず「流れ」説明していきます。

⑴成績優秀者の解き方
⑵普段の演習への適応
⑶演習のプロセス
⑷演習例(ある人の勉強スケジュールを参考にしてます！)

*質問者様の「1週間で解く量」「復習タイミング」は⑷を、「活用法」は⑴〜⑶で答えています！



⑴成績優秀者の解き方は？

→天才を除いて「解法の暗記」です！

数学が得意な人は、「このパターンの問題がきたら、こう解く」、というように解法のパターンを把握して解いています。
そして、解法パターンにほとんどはFGに載っています！つまり、FGの解法を覚えて仕舞えば、入試のほとんどを解くことができます！

⑵その考え方で、普段の演習への適応は？

→解法プロセスをメモしよう！

僕や、数学が苦手な人は特に解法のプロセスをメモしていました！それをノートとかにまとめている人もいましたね。
とにかく、覚えるべき解法プロセスをメモしてしっかり自分の頭に印象付けることが大事です！
特に「まとめる」という作業は非常に意味があって、頭の整理をするのにとても効果的です！

*まとめるのはダメだ、という意見をよく目にしますが、高校〜駿台まで僕も含め周囲の人はみんな「まとめ」を活用していました。
(ちなみに、周囲の人は国公立大学医学部〜帝大に合格しています。)


⑶演習のプロセス

→⓪解答を見ます。
　①問題と解答を繋ぐ「考え方」をメモします。
　②メモを参考に解きます。
　③メモを見らずに解けるようになるまで演習です。
　④単元が終わったら問題にチャレンジです！
　　(練習問題→step up問題)
　⑤チャレンジした問題を参考に、メモがちゃんと使えたかどうか反省して、足りなければもう一度演習です。

一見遠回りのように思いますが、これで何ができて何が出来てないかを把握でき、何より「忘れない」ので非常にオススメです！


⑷演習例

→九大に合格した数学が苦手な人の例を紹介します！

<量>
回転数を上げるために1日一問以上やってました！

<復習>
まずは単元が終わったあとの問題チャレンジで1回目の復習をして、その1週間後にまた練習問題をやってメモを活用できているか確認してました！
また、休日に1時間とって、問題を見てメモしたことを思い出せるかどうかを確認してました！

<工夫>
メモはすぐに確認できるように、単元別にノートにまとめていました。受験やテスト前には確認がすぐなので簡単です！


以上で、FGの活用法ですね〜

演習例はあくまでも例なので、質問者様の得意不得意に合わせて調節してください！苦手ならこれくらいしてれば大丈夫っていう指針です！


ではでは、解答が少しでも参考になれば幸いです！15:T15c3,こんにちは、一橋法学部の２年です。

まず１つ言わせてください。駿模試で一橋B判定とかすごい！
最終的にD判定までしか取ったことないので…。
こんなこと言うと回答の信頼性が薄れますが、わっちょさんすごいよ、っていうのをお伝えしたかっただけです。

さて、ではご質問にお答えします。僕もちょうどフォーカスゴールド（以下、FG）使っていたので。

①「FGに載っているすべての問題を解けるようにすることが、一橋大学を受験するのに必要」というよりは、「FGに載っているすべての問題について『把握』することが、一橋大学を受験するのに武器になる」というのが僕のイメージです。青チャやFGといった類の、数学の参考書の役割は、単元学習時と演習時で異なります。単元学習時（今のわっちょさんですね、どんな単元があるのか勉強している段階）は、教科書の補助として、また問題集としての役割があります。メインは教科書や授業のノートです。一方、演習時（学年が進んで、過去に勉強した分野の問題をガリガリ解いて練習する段階）には、解法集として、いわば攻略本としての役割を持ちます。問題集を解くときに、「この類の問題ってどうやって解くんだっけ（例えば二次方程式の判別式ってどうやって使うんだっけ）」と思ったとき、該当するページを見て、問題や解答を振り返りながら思い出す、といった使い方です。大事なのは、この演習時の攻略本としての使い方をする時間の方が長く、また重要度も高い、ということです。ほんと受験の直前まで使いますからね。長くなってしまいました。ということで、受験まで見据えた時に重要になるのは、「すべての問題について解けること」よりも、「すべての問題について把握していて、そのページを見ることで今までに解いた問題、間違えた問題、解法のポイントなどを自力で解説できるほどに記憶を結び付けられている」ことになります。本番は自分の頭だけが頼りですから。
ちなみに、FGでも十分おすすめできますが、解説に物足りなさを感じていれば、「New Action Legend」という参考書も、ぜひ一度本屋で立ち読みしてみてください。FGや青チャよりも、もっと解法の根本に力点を置いた問題集です。（中学受験で例えるなら、青チャやFGは「ここに補助線を引けばこうやって解けるよ」と解説するのに対してこの問題集は「なぜここに補助線を引こうと思えるのか」についても説明してくれているようなものです。）

②わっちょさんのおっしゃる「すべての問題」がどこまでを指すのかわかりませんが、練習問題も一通り理解されているということですので、「Step up」に挑戦してもいいかもしれません。章末まで行ったらすごい。プロフィールの得意科目を、ぜひ数学に書き換えてください。少なくともstep upまでは、現実的な目標だと思います。時間的な話ではなく、難易度的に。

③上述の、数学の参考書の役割の話とも関連しますが、FGにおいて最も重要な部分は、例題とその解説、そしてその問題と結びついたわっちょさん自身の演習の記憶です。今はまだ単元学習の段階ですから、該当ページを見た時に出てくるべき記憶を構築している段階になります。なので、今重要なのはむしろさらなる問題のインプットです。その点から言えば、復習にあまり時間をかけても仕方ないかもしれません。しかも、高３生と違い、まだ授業の記憶も新鮮でしょう。そうなれば、むしろ重要なのは難問に手を付けた後です。意外に解けたとしても、手も足も出なかったとしても、必ず関連するトピックの例題、解説、練習を振り返ってください。解いた難問と、例題のページを紐づけるためです。それを重ねながら、わっちょさんオリジナルの復習、答え合わせの仕方を編み出していってください。ただし、念のため難問に手を付ける前に、パラパラとページをめくってみてください。内容を覚えているなら結構ですが、記憶の定着度が７割程度を下回っていそうなのであれば、そちらを優先しましょう。難しい問題はその後。

長くなってしまい申し訳ありませんでした。繰り返すようですが、わっちょさんはまだ高１。受験本番まであと２年と１か月あります。余裕はたっぷりです。おっしゃる通り一橋数学は文系最難関と言われていますが、基礎を疎かにしては解けるものも解けません。焦らず、自分に合った勉強の方法や生活のルーティンを探りながら、まずは「Step up」程度の問題にとどめておく方が賢明だと思います。（余裕ならどんどん進んでいいけどね）

また何かあれば質問してみてください！
寒さにお気をつけて。
16:T1823,こんにちは！RIZと申します。
さて、赤本の活用方法についてですが、正直言うと使うタイミングとしては早すぎるかなと思います。もちろん早くからゴールを見据えて勉強しようという姿勢は非常に素晴らしいのですが、急がば回れという諺もあるように、まずは基礎を固める必要があります。以下では赤本を使うには時期尚早である理由と、今後どのように対策すべきかについて説明したいと思います。
まず、なぜ今から赤本を使うのが不適当であるかということですが、理由は２つあります。
１つ目は一橋に関わらず、数学の入試問題は様々な解法の組み合わせでできている問題が多いことが挙げられます。例えば、1Aをテーマにした問題であっても、2Bの範囲の知識を使わないと面倒になるケースであったり、確かに1Aだけでも解けるけれども2Bの知識でも解けるケースなどがあります。もっと具体的に言えば、図形と計量をテーマにした問題であっても、その中で2Bで習う解と係数の関係を利用する場面が出てきたり、数Aの図形の性質だけでも解けるけれども、数2で習う座標や、数Bで習うベクトル（新課程では習わないかも）を利用しても解ける問題などがあります。このように、数学の入試問題というのは、ある特定の分野だけに縛られていては解けないものなどが多くあります。そこで、現在1Aのみを学習した段階で、1Aをテーマにした問題を解こうと思っても、習っていない知識を使う必要がある場面が出てくる可能性も考えられます。よって、過去問演習に入るには、少なくとも文系数学で必要な範囲を全て学習しておく必要があります。
次に２つ目の理由は、「思考法」を学んでいないという理由です。この「思考法」というのは簡単に言えば、ある問題があったときに、その問題にどうアプローチするのかという、解法を導くための過程のことです。特に東大、京大、一橋の数学は他に比べて頭１つか２つくらい抜けて難しいです。そのため、この「思考法」が身についていないと、全く手も足も出ないという状況に陥りかねません。そして仮にその「思考法」を身につけないで赤本の問題を、解答を見て理解したとしても、その問題は解けても、少し捻った問題を出すと類題でも解けないケースが多々あります。このような状況に陥るのを防ぐためにも、「思考法」を身につけない状態で過去問に着手するのはお勧めできません。
では、その「思考法」を身につけるにはどうすれば良いのかも含め、以下で今後どのように対策すべきかについてお話しします。まずは、最初のステップとして、数学で必要な範囲の学習を全て終えましょう。これは先ほど1点目で話した内容に関することですが、やはり全範囲学習した後過去問に取り組む方が圧倒的に効率が良いです。教科書レベルで良いのでまず全範囲学習するのをお勧めします。次に習った分野についてはFocusGold（以下、FG）で解法を習得しましょう。先ほど説明した「思考法」はあくまで解法のストックがあって初めて成立するものです。料理で例えるなら、解法が食材で、「思考法」は、ある料理を完成させるためのレシピみたいなものです。レシピがあっても食材がなければもちろん料理は成立しませんから、まずその料理の土台となる解法をストックする必要があります。これをFGで習得しましょう。ではFGが終わったら、次に「思考法」の習得に入ります。この「思考法」を学ぶ上で個人的に最適だと思うのは、「数学モンスター」というWebサイトです。ここでは無料で様々な大学の入試問題を解説してくれているのですが、この解説中で、毎回「思考法」を１つや２つ教えてくれます。これを身につけるのが最適です。もちろんFGを終わったときにも、「思考法」はある程度身についている場合もあります。それは今まで解いてきた問題の解答を見て、自然とそれらの解法を一般化して、他の問題に応用させる力がある場合です。この、具体的な解法から一般的な「思考法」を抽出して、他の問題に活かすというのは日頃から意識してほしいのですが、これができていれば正直FGが終わった後、すぐに赤本に着手してもある程度問題が解けるかと思います。しかし、これができておらず、赤本の問題を見ても答えを見ればわかるけれども解けないという状況になったときには、「思考法」が完全に身についていない場合が多いです。答えを見ればわかるというのは、解法自体は定着しているということですので、「思考法」さえ身につければその問題を解くことが可能になります。そこでお勧めしたいのが、先ほど挙げた「数学モンスター」です。まとめると、FGを終わった後、1度過去問を解いてみて、解けるようならそのまま赤本を進めてもらって構わないですが、答えを見れば理解できるが、自力では解けない場合「数学モンスター」をお勧めします。もしも答えを見ても理解できない場合は、そもそも解法がインプットされていない場合が考えられるので、一度FGに戻ることをお勧めします。以上が今後のお勧めの学習方法になります。質問等ありましたらコメント欄でお願いします。2:["$","main",null,{"className":"px-4 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line-clamp-2 mb-1","children":"こんばんは！\n私もFocus Goldを活用しておりましたので、回答させて頂きます。\n\nまず私の場合ですが、私はFocus Goldをほとんど授業の予習用のレベルにしか使っていなかったため、（あまり難易度の高い演習問題は解かなかった）Focus Goldの後に標準問題集的なものを1つ挟み、過去問や予想問題などの大学別の演習へ進みました。\nただ、FGの終わった具合によってその後の対応は２つに分かれるかな、と思いました。\n\nまず１つ目は、私のようにFGをさらっと終わらせた場合です。\nその場合は、先ほど申し上げたように標準問題集的なものを挟んでから過去問に向かうのが、いい感じのステップアップになっていくかと思います。\n\n２つ目は、FGの章の最後のような割と難易度が高めの問題までほぼ完璧になっている場合です。\nこの場合は、あの分厚い本の中でかなり十分な基礎演習を詰めていると考えられるため、大学別の問題集・演習へ移っても問題ないかと思います。\n\nもし、進める中でわからない特定の分野などあればもちろんFGに1部戻ってみてもOKです。\nにとろべんぜんさんは今どちらに近い状態でしょうか？状況に合わせた進め方で頑張ってみてくださいね！！"}],["$","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 10c2.7 0 5.8 1.29 6 2H6c.23-.72 3.31-2 6-2m0-12C9.79 4 8 5.79 8 8s1.79 4 4 4 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items-center py-4","children":[["$","div",null,{"className":"flex-1 mr-3","children":[["$","div",null,{"className":"mb-1","children":"高二夏で数3が終わる。それからは。"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"世界一わかりやすい阪大理系数学など、旧帝大レベルの過去問に移るのは高三春からでも十分だと思いますよ。\n\nそれよりもむしろFGの二週目をしてください。一周目に解けなかった問題の中で、答えを見たその時はわかったつもりでも、時間をおくと解けなくなっているものが大半でしょう。それはつまり「答えを見てわかったつもり」になっているだけで、結局その問題を解けるようにはなっていないということです。そんな状態(一周目終了しただけでFGの中に解けない問題が残っている)のまま、FGよりも難しい問題が揃った旧帝大レベルの過去問に移ってもきっと解けないでしょうし、背伸びしてることになってずっと頭に定着しないでしょう。\n\nですので、一通り高2の夏に終わるとはいえ、すぐに難しい応用のいる過去問に移るのではなく、FGの二週目などで基礎＋標準の力を確実に蓄えた方が、結局過去問レベルが解けるようになるまでが早いと思います。急がば回れです。無理に早いうちから過去問に手を出しても、その前に必要な土台がないと、「早く始めたはずなのにいつまで経っても過去問解けない」という状態になってしまうと思うので、上のような提案をさせていただきました。\n\nもし「いや高2の夏でFGも完璧に解けるようになってる前提です」ということでのこの質問でしたらまたその旨を教えてください。その時はその時でまた回答させていただければなと思います。\n\n参考になれば幸いです。"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1 mr-3","children":[["$","div",null,{"className":"mb-1","children":"勉強計画アドバイスください！"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"個人的にはFG、やさ理、過去問＋余力があれば他の参考書の方が良いんじゃないかなと思います。基礎問とか1対1とかは正直難易度的にFGと被ってるしそっちを練習問題含めてしっかりやり込むイメージの方がおすすめです。やる参考書がいっぱいあると精神的にも負担になっちゃうし一冊自分が知り尽くしている参考書があるっていうだけで凄く自信にもなります。また、後からやさ理とかやる時に解けない問題が出てきて昔やった問題を参考にしようとする時も見返し易いです。\n\n　数3まで含めてFGを全部こなしたら嫌でも高3までかかるしかなり良いぐらいの時期になってると思います。途中やっていてFGを簡単だと感じるなら例題だけやって次に行くのもありだと思います。\n　\n　同じ様なレベルの参考書をやり続けると、当たり前だけど途中からすらすら解ける様になってきて考える習慣が抜け落ちる→初見の問題に対応出来なくなる→また覚える...  で負のループに陥ってしまう可能性も否めません。\n\n　それよりかは典型問題を一回一冊で仕上げてから初見の問題をどんどん解いて、最後は思考と暗記の割合が五分五分ぐらいで入試に臨める様になれれば良いんじゃないかなと思います。頑張って下さい！"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary 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items-center py-4","children":[["$","div",null,{"className":"flex-1 mr-3","children":[["$","div",null,{"className":"mb-1","children":"センター 二次 割合"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"自分は、センター:二次 = 0.01:9.99 程度の勉強量でした。\nセンター対策は、まず高校で１２月から始まった授業を通しての過去問演習、１月に4回行われたセンター模試、そして地理のみ自分で勉強しました。家庭学習でセンター対策をしたのは地理だけです。\n冬休みは多くの人がセンター対策に没頭していましたが、自分はずっと二次試験の対策をしていました。\n\n京都大学でしたら、センターより二次の方がだいぶ割合が大きいでしょう。僕ほど極端ではなくてもいいですが、センターに時間をかけすぎるのはマズイと思います。\n\n理由を書きます。\n\nまず、センターの問題を何十回もやる人がいますが、そんな何回も繰り返すことにあまり意味はありません。センターの過去問をやる最も大切な意味は、「問題形式を把握する」ことです。英語だったら大問1で5問ずつ発音アクセントが問われ…といったことを頭に染みつかせ、解く順番、見直す順番を自分の中で決めておくことで本番スムーズに進めることができます。\n純粋に勉強がしたいなら、二次対策として記述式の問題を解いても構わないはずです。むしろセンターの問題は基礎的なものが多く、勉強目的なら効率が悪いです。\n\nまた、一ヶ月以上センター対策に打ち込んだりすると、記述式に鈍ってしまいます。比率の大きい記述式の点を少しでも高めるためにセンター対策はほどほどにすることをお勧めします。\n\nきっと周りの人たちの中にはセンター過去問を何十回もやる人がいると思います。そういう人たちは、「これだけやったんだから大丈夫」という自信をつけたいのだと思っています。自信がないのでしたら、あなたも何回も過去問演習をすることをお勧めします。ただ、自分はそれを自己満足のためでしかないと思って見ていました。"}],["$","div",null,{"className":"flex mb-1","children":[["$","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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