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1a:I[6549,["51","static/chunks/795d4814-03346c8d233b4adb.js","212","static/chunks/212-70508e17017a12c2.js","231","static/chunks/231-5dc9f3acdba63b0c.js","54","static/chunks/54-f848f8ba1c362ca7.js","23","static/chunks/app/advice/%5Bid%5D/page-2c9c2b8245971fa7.js"],"CommentItemName"] 1b:I[3866,["51","static/chunks/795d4814-03346c8d233b4adb.js","212","static/chunks/212-70508e17017a12c2.js","231","static/chunks/231-5dc9f3acdba63b0c.js","54","static/chunks/54-f848f8ba1c362ca7.js","23","static/chunks/app/advice/%5Bid%5D/page-2c9c2b8245971fa7.js"],"AdOnAdviceList1"] 1c:T1282,初めまして!勉強お疲れ様です。pokopokoと申します。 復習のタイミングも復習もむずかしいですよね...私も受験期には単語も解法もなかなか覚えられなくて苦労したので今までの経験からのおすすめの方法をいくつかおすすめさせていただきます! まずは復習のタイミングについてですね。 これは暗記・演習関係なくなのですが、必ず徹底していただきたいのが学習後24時間経つまでには必ずもう一度目を通してください。 午前中に1単元を学習したのなら、その日の夕方や夜までにはもう一周することを確実に。 この際、必要なのはもう一度触れるという点にあるので1度目と完全に同じ密度で勉強する必要はありません。 イメージとしては1度目は図表なども見ながら因果関係なども含めてしっかりと理解する。 一方で、2度目に触れるときは流れだけは整理しながら「あーこんなんあったよね~」くらいでもOKです! 全体をさっと見直すだけでも時間がたってからの定着率が大きく変わってきます。 そのあとは1週間後、2週間後、1月後くらいのペースで完全に忘れてしまう前に思い出しながら 復習を続けてみてください。(ここではなるべく1度目の学習とおなじくらいの知識レベルまでもっていけると最高です) 聞いたことがあるかもしれませんが、復習の際によく出される名前に「忘却曲線」というものがあり、簡単に言えば「科学的にはこのペースで復習したら一番効率よく学べるよー」というもので、↑のペースはそれによるものなのです。ただ、正直私はこのペースだと忘れすぎていて厳しかったです笑 なので、もし上記のペースで忘れすぎていると感じたら、迷わず間隔を狭めてみてください。 私は大体5日、10日、20日くらいのペースで復習をするようにしていました。 それでも結果的にはおおきなメリットをもたらしてくれます。 それから、古典にしろ英語にしろ単語帳を回す際は日本語訳と単語を1対1では覚えるのではなく、なるべく多対1で覚えるようにしてみてください。 英語も古文も多義語は多くの場合共通した語源を持っていることが多いです。 (ex.playなら演奏する、遊ぶ、演技する→とにかく何かをするってのがざっくりした意味!みたいな感じ) それならばできるだけ多くを覚えておけば、そのうちの1つを思い出すことができれば他も関連づけて思い出しやすくなります! 暗記量増える。。。と思うかもしれませんが、結果的にはこちらのほうが きちんと成果を出しやすいので強くお勧めさせていただきます! また、単語はほかの暗記とは違ってとにかく周回することを重視してください。 単語を数度の復習で完璧にできる人なんてまったくいません。 わからなければ何度でも復習して最後に絞り出せるようになってれば大丈夫です! 1ページずつにらめっこするように覚えるのではなく、パラパラ進みながらとにかく1周でも多く回数をこなせるように頑張ってください! 私は残念ながら理系ではないので演習科目は受験時に数学IA・IIB+数III範囲の数微積を一部、大学で学んだのみである点ご了承下さい... 演習科目の復習をするうえで1番大事なのは応用力だと思います。 ここでいう応用力は基礎だけ学んで難問を解けるようになる力ではなく、類題を解けるようになる力です。 1度といた問題をもう1度見たときに解けるようになるのはもちろん大切ですが、それ以上に 初見の問題に以前学んだ考え方を適用できるようになることがなにより大事です! 数学なら青チャートやFocus Goldなどの網羅系参考書をさがせばある程度は類題が見つかると思うの で、復習の時にはぜひ挑戦してみてください! 理系科目については少々薄くなってしまいましたが、忘却曲線の考え方はどの教科においても普遍的につかえるものなのでぜひ活用してみてください! 微力ながら応援しています!また、わからないことがあったらコメントまでお願いします!1d:T1686,こんにちは。大阪大学に通うものです。 私も、効率的な学習方法について長い間試行錯誤を重ねてきました。特に、受験勉強では「いかに忘れずに定着させるか」が重要であり、そのために「復習」に重点を置いた学習サイクルを実践してきました。今回は、あなたが提案した2つの学習サイクルのうちどちらがより効率的に復習できるのか、私の経験と科学的な知見を交えながら、さらにより効率的な復習方法についても示していきたいと思います。 まず、学習した内容をどのように復習すれば定着しやすいのかを理解するために、忘却曲線について触れておきます。この研究によると、人間の記憶は時間とともに急速に減衰することが分かっています。例えば、新しく学んだことの約50%は1日以内に忘れ、1週間後には70%以上を忘れてしまうという結果が示されています。しかし、適切なタイミングで復習を行うことで、この忘却を大幅に抑えられることも分かっています! また、別の研究では、学習した内容を単に見返すだけでなく、「思い出す」ことを伴う復習(テスト効果)が記憶の定着を大幅に向上させることが示されています。つまり、復習の間隔を適切に設け、実際に自分で再現することが、学習内容を長期間保持する鍵となるのです! このような科学的な背景を踏まえた上で、あなたの学習サイクルを比較してみます。 ① 月火進める → 水に復習 → 木金進める → 土曜に復習 → 日曜に1週間分の復習 この学習サイクルの特徴は、「短期的な復習」と「長期的な復習」がバランスよく配置されていることだと思います。具体的には、新しく学んだ内容を1日〜2日後に復習し、さらに1週間後にも再度復習することで、記憶の定着率を高める仕組みになっています。これは忘却曲線の理論にも合致しており、非常に良い方法だと思います。 また、水曜日と土曜日に復習を入れることで、週の後半に向けて学習内容を整理しながら進めることができるため、理解の積み重ねがスムーズになります。さらに、日曜日に1週間分の総復習を行うことで、知識の統合が促され、全体のつながりを意識しやすくなると思います。 ② 月火水木金進める → 土日に復習 この学習サイクルでは、平日はひたすら新しい内容を進め、週末にまとめて復習する形になります。一見すると効率的に見えるかもしれませんが、5日間復習をせずに学習を続けるため、途中で学んだ内容を忘れてしまうリスクが高まります。忘却曲線の研究によれば、学習から数日経過すると忘却が急速に進むため、週末にまとめて復習する頃には、既に多くの情報が抜け落ちている可能性があります。 また、新しい内容を連続して学ぶことで理解の負荷が高まり、途中で知識が混乱しやすくなることも考えられます。特に数学や理科のような積み重ねが必要な科目では、この方法では途中で理解が追いつかなくなる可能性があるため、あまり効率的とは言えません。 ここで、私の経験を話したいと思います。 私は受験期に復習を重視した学習法を実践していました。その中で最も効果的だと感じたのは、以下のようなサイクルでした。 1日進めたら、次の日に復習 → 学んだ内容を24時間以内にもう一度確認することで、忘却を最小限に抑える。 1週間後にもう一度復習 → 長期記憶への定着を促すために、約1週間後に再度復習。 この方法を実践することで、学習した内容がしっかりと定着し、模試などでも知識をスムーズに引き出せるようになりました。特に数学では、1日で学んだ問題の解法を翌日もう一度解いてみることで、理解の定着度が大きく向上しました! この経験を踏まえると、「月火進める → 水に復習 → 木金進める → 土曜に復習 → 日曜に1週間分の復習」のサイクルの方が、私の実践していた方法に近く、忘却を防ぎつつ効率的に知識を定着させられると考えます。 もし、さらに効率的に復習を行いたい場合、以下のようなアレンジを加えるのもどうでしょうか? 「スパイラル学習」を取り入れる → 例えば、1週間前に学んだ内容を次の週の復習に少し組み込むことで、記憶の定着率を上げる。 「アクティブリコール」を活用する → ただ復習ノートを見返すのではなく、問題演習や自分で説明する形式で復習することで、理解が深まる。 「短時間の復習を増やす」 → 例えば、朝やスキマ時間に「昨日学んだことを3分で思い出す」だけでも、記憶の定着に大きな効果がある。 このような工夫を加えることで、さらに効率的な復習が可能になります。 受験勉強は長期戦ですが、効果的な復習を行うことで学習効率を大きく向上させることができます。ぜひ、自分に合った方法を見つけ、最適な学習サイクルを構築してください。応援しています!頑張ってください。1e:Teff,こんにちは。はじめまして。 模試の復習について私自身が実践していたことをもとに共有できたらと思います。 質問者様から特に数学がわからないということでしたので、主に数学の復習について、さらにはスケジュール感などについても解説していきます。 【数学の復習について】 数学のテストの復習は主に以下の段階があります。 (1)わからないところがどこか把握する (2)解答のステップを理解する (3)わからないところ、苦手なとこを解き直す 上記のそれぞれの段階についてもう少し詳しく見ていきます。 (1)まず、模試を解いたその日、または次の日には解いた模試のわからなかったところ、もしくは解こうとはしたが完答はおそらくしていないところに目印をつけておきます。自分の理解度に合わせて目印を変えるのもいいと思います。 (2)模範解答をもらったらその解答順序を言語化しましょう。また親切な模範解答には操作の理由やポイントなどが書いてあるので参考にしましょう。書いていなくても数学の得意な友達や先生に自分の理解が不十分な箇所については積極的に聞くようにしましょう。また、解答のステップを見直す際、なるべく一般化すると、ほかの問題にも応用できていいです。 (3)わからないところ、苦手なところを解き直してみましょう。この際できるだけ模範解答は見ないようにしてください。そして、解答し終えたら模範解答と見比べてみましょう。細かい記述など原点の対象になりそうなところを見落としていないか確認してください。 また、時間制限なしでという話についてですが、時期によって変えるべきだと思います。夏休み前まではゆっくりと時間をかけて解くので全然構わないと思います。むしろ時間をしっかりとって理解度を高めてください。ただ、これはわからない問題について永遠と考えるということではないです。時間をとって先生に質問したり、参考書や教科書をしっかりと見直したり、というその問題に対してやるべきことをやるために時間をとるということです。夏休みに入ってからは、少しずつ二次試験も意識しながら、一つの大問あたりに割ける時間を感覚的に理解することが大切です。 【スケジュール】 学校の定期考査などもあり、時間的に余裕はないと思いますが、次回の模試までに模範解答の冊子を利用して、復習を済ませるのがベストです。高校三年生であればおそらく月に1回くらいのペースで模試があるので、模試が終ってから2週間以内に復習を終えるのがいいと思います。 おわりに、高校三年生は勉強でとても忙しいです。時間をとっても時間が足りないという感覚も当然あるでしょう。ですが、やるべきことは優先順位をつけて、決して後回しにしないようにしてください。受験では苦手科目がないことのほうがアドバンテージになります。近くに得意な人がいれば頼るのも一つの手段です。 最後まで閲覧していただきありがとうございました。少しでも力になっていれば幸いです。 凡事徹底。これが受験では自信と実力につながります。一つずつ積み重ねていってください。 頑張ってください。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 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mb-4","children":"UniLink利用者の80%以上は、難関大学を志望する受験生です。これまでのデータから、偏差値の高いユーザーほど毎日UniLinkアプリを起動することが分かっています。"}],["$","div",null,{"className":"mb-4","children":["$","$L13",null,{"clientImageUrl":"https://firebasestorage.googleapis.com/v0/b/unilink-48e75.appspot.com/o/images%2Fs_B771B26F9EDE4A598A04F4147776C6FC.jpg?alt=media&token=5b86f46c-db77-40b1-929b-36743a26bea5","clientUserName":"タッキー","infoString":"高卒 埼玉県 法政大学志望","adviceId":"3cDFmGUBTqPwDZPuQ0Qt"}]}],["$","div",null,{"className":"mb-8","children":[["$","div",null,{"className":"leading-loose whitespace-pre-wrap","children":[["$","div","consultation-part-0",{"children":[null,"勉強において復習は重要だと思いますが\n復習のやり方、コツ、タイミングなどを教えてください"]}]]}],["$","div",null,{"className":"pt-4","children":["$","$L14",null,{}]}],null]}],["$","h1",null,{"className":"text-xl font-semibold 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翌日】\n2つ目の復習タイミングは、勉強した翌日です。\n翌日復習ポイントは、「苦手・理解不足の発見」です。次の日ですでにわからないということは、理解できてなかったということです。\n苦手を発見できるチャンスです!!\n\n\n【3 一週間後】\n3つ目の復習タイミングは、勉強した一週間後です。\n一週間後復習ポイントは、「アウトプットの強化」です。一度入れた情報を日を跨いで出すことができるかが試されます!\n\n【4 α 二週間後かそれ以上】\n4つ目の復習タイミングは、二週間後以降など長期のものです。長期復習タイミングは、「苦手の撲滅」です。ステップ3の時点で勉強した分野についてはほぼ完成します。しかし、難易度が高かったり、苦手意識があったり、根本を理解できていない問題などはまだまだ解ききれないと思います。長期にわたり何度も地道に繰り返すことで、できないところを徹底的に潰せます。\n\n※1〜3まではできれば勉強した範囲の全部に渡って取り組んでほしいです!!\nしかし4 αについては、できなかった問題やわからなかった範囲に限定していいと思います👍\n\n復習の具体的として私の数学の問題集への取り組み方を記述しておきます。\n問題番号の横に復習をした回数を残しておきました。\nすぐに理解できた問題の横には「3」が残り、難しい問題の横には「7」が残りました( 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"復習はどのくらいするのか"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"私も1日のノルマを決めるわりには全然終わらない時もありました。私の場合は国語英語以外の科目ならば間違えた問題はもう一度やり、2連続で答えられればもうやらないと決めていました。1回できて3日以上開けてもう一度できればもうその問題に固執するのは高3のこの時期というのもあり時間の無駄になるかなと思います。もちろんそれは答えを暗記しているのではなく、この問題を解くためにどういうアプローチをすればいいのかを考えた上で答えを導き出せた場合です。\n\nこの方法を私は採用していましたが、こういう風にやれば必ず受かるとは言い切ることはできませんし、今質問者さんのやっている方法が一番あっているものかもしれません。なので一回試しにどうですか?という感じで受け取っていただけると幸いです。"}],["$","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 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 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