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1c:Te76,こんにちは！

物理基礎から始めて、微積を用いた物理までをどのように習得するかをお伝えします！
大学受験の微積物理を習得するには、物理と数Ⅲの微分積分をマスターする必要があります。数Ⅲのほうは今回は説明せずに、物理のやり方を書きました。

まず物理基礎についてですが、物理基礎と物理は大きく内容が被るので、自分では物理の勉強を進めて物理基礎は学校の授業を聞くくらいで大丈夫だと思います。

物理は、以下のような参考書がおすすめです。

基本用：物理のエッセンス、スタサプ
物理のエッセンスは、二冊に分かれていて演習問題が多くついているので着実に身に付きます。ところどころ、説明が淡泊・抽象的でわかりにくいこともあるので、そのときはスタサプなどを併用するとよいと思います。エッセンスは赤と青の二冊に分かれていて、赤からスタートするのが一般的です。演習問題では、高2で習う数学を用いる問題もあったはずなので、問題も含めて完璧にしたいのであれば、数学の先取りもある程度同時並行でやる必要があるかもしれません。

慣れる用：良問の風などの標準的な問題集
基本が終わったら物理に慣れるために、問題をこなすのがよいと思います。微積物理は、微積を用いない公式的な物理を完璧にしてからやらないと頭がこんがらがるし、結局身になるものは少ないので量をこなして物理の感覚をつかんでおくことが必要です。ただ、難しすぎる問題は微積を用いる方法を学んでから解くほうが効率的なので、この段階ではやる必要はないかなと思います。

微積の入門：微積で解いて得する物理
私自身が入試で微積を使おうと決断したきっかけになった本です。内容が軽いのですぐ読める上に参考になることが多く、ぜひ読んでほしいです。すぐ読めるので、学校の図書館で借りるとかで良いかもしれません。

微積の発展：新物理入門、難しめの問題集
上にあげた微積の入門の本を読み終わったら、駿台の新物理入門という本を読むとよいと思います。難しめですが、高校の教科書でもやもやしていた部分がある程度解消されます。駿台は微積物理で教えるらしく、そのノウハウが載っています。これを読み終えたら、難しめの問題集で実際に習った解き方を運用するとよいかと思います。

スケジュールについてですが、新物理入門は受験期の真っただ中に読むような本ではないので、遅くとも高3の初めまでには一読しておくくらいがちょうどいいです。本来は微積物理はやらなくてもいいものなので、やる人は結構マキで勉強する必要があります。高3の初めで新物理入門を読み切るということは、それまでに数Ⅲも先取りしておかないといけません。高2の間に頑張って先取りをすると、入試でも微積を使えると思います。

微積の導入によって、いままで暗記していた公式が有機的につながるときは、かなりテンションが上がるし物理の体系の凄さに感動すると思います。それまでは多少つまらないこともあると思いますが、辛抱して頑張ってください。応援しています。1d:Tc44,東工大1年の者です。

私は、授業中の物理の時間に内職で数学をしてたり、寝てたりしていたら、高3の4月から独学で物理を仕上げなくてはいけなくなった愚か者です。

物理の基礎固めのおすすめのやり方を2ステップに分けて説明します。

まず、教科書を見ながら、典型問題が収録された参考書（楽々マスター物理がこれに該当）を行い、公式や保存則を適切な方法で使えるようになることです。このとき、どんな条件下で公式や保存則が使えるのかを教科書で逐一確認しながら問題に取り組むことが大切です。例えば、エネルギー保存則は系に保存力以外が仕事をしていないときに使える、などを確認しながら、参考書の問題ではエネルギー保存則が使えるのか否かを自分で判断しましょう。

次に、重要問題集や難系物理などの難しめの問題集を解いてみましょう。少し見ただけではどの公式を使ってどの用に計算すればいいのかわからないので、公式や保存則が使えるのか否かの判定をもっとしっかり行わないといけません。

話は少し変わりますが、貴方は、公式や保存則が成立する厳密な理由が気になるタイプでしょうか、それとも、公式や保存則は暗記するタイプでしょうか。このタイプによって、教科書の補助となるおすすめの解説系参考書が変わってきます。

前者のタイプでしたら、新物理入門がオススメです。微積分をつかって、公式や保存則の成立する理由を丁寧に解説してくれています。しかし、数式がいっぱいで読解難易度が非常に高いことと、時々大学内容の微積分が出てくることにより、完璧に理解するには覚悟がいります。全部読むのではなく、気になった部分だけを辞書的に参照するくらいで十分です。ちなみに私はこのタイプです。新物理入門のエネルギー保存則、運動量保存則の成立理由は何度見たかわかりません。

後者のタイプでしたら、物理のエッセンスがおすすめです。この参考書は、論理的正しさを完全に捨てて、公式や保存則を正しい方法で使えるようになることに特化した参考書です。とにかく書いてあることがわかりやすいのは確かです。この様に書くと、物理のエッセンスを批判しているように見えるかもしれません。しかし、この参考書で京大に行った人を複数知っているので、ポテンシャルはある参考書なのだろうと思います。合う人と合わない人がはっきり別れていて、私には合わなかったというだけです。

以上がおすすめの物理の学習法になります。物理は、基礎が正しくできれば東京工の問題もボコボコにできますので、ぜひともがんばってください。1e:T10db,はじめまして。
理科(少なくとも化学と物理)に関しては早めに終わらせておくに越したことはありません。というのも、難関大の物理や化学は本質的な理解に基づく、すなわち公式の丸暗記では歯が立たないような問題を出してくる上に、多くの現役の受験生は授業が終わるのがギリギリになって十分な勉強が出来ません。なので理科は現役生の間では大きく差が着きます。逆に浪人生は数学や英語よりも理科でガッツリ点を稼いできます(1年かけて対策できるから)。

理科に関する今後の方針について。
化学は覚えることがまず先なので余裕がある内からやっていいと思います。今回は物理に関する質問ですので、化学に関しては特に言及しないでおきます。
問題は物理。物理は数学をかなり使います。ベクトル計算はもちろん、微積も使います。先生によっては｢受験物理で数学を使ってはいけない！｣という人もいますが、そんなことはどこにも明文化されていませんし、センター試験でも積分の理解がないと解けない問題も出ています。センター試験はある意味でどこまで出していいかの基準となるので、センター試験で出たなら二次でも覚悟した方がいいと思います(センター試験に対して｢この問題は出してはいけない問題だ！｣という人を見かけますが、受験生に試験が合わすことはまずない(というか不可能)ので、受験生が試験に合わすべきです)。まぁ物理に関しては数学(しかも結構簡単な演算)を使ったら楽に問題が解けるので損は無いです。
受験物理は力学が基本となる(力学で全て解くという訳ではなく力学に重きが置かれる)ことが多いので、力学をまずやるべきですが、この分野はガッツリ数学を使うので、少なくとも数学の授業でベクトルと微積を習ってからでもいいと思います。特にまだ高1ということで時間はあると思うので。なので物理基礎の力学が完了しているなら、無理してガッツリの先に進まなくていいと思います。授業の予習するに留めてもいいかもしれません。
熱について学習しているなら、先に熱力学や波動からやるのはどうでしょうか。理由は下で説明します。この2分野は結構頻出にも関わらず苦手な人が多いです。

勉強方法について。
問題集をやるのもいいですが(正直基礎ならそれだけでいい気もするが)、教科書や参考書を読み込むことをおすすめします。先にも述べた通り、難関大は本質的な理解に基づく難問を出してきます。公式の丸暗記では歯が立ちません。物理で大事になってくるのは言葉の定義や概念の理解です。そこで上で私が熱力学と波動を勉強することを勧めた理由になりますが、この2分野は数学を使わなくはないですが、数学を使う段階に入る前にこの2つは十分対応できます。ぶっちゃけこれが処理できているかどうかでこの後の負担が段違いです。というのも、この2分野は言葉の定義や概念の理解で結構問題が解けます。別に単語の意味が問われるという訳では無いですが、意味が理解していると状況がかなりスッキリ把握できます。力学と違って目に見える形で状況が変化しません。なのでイメージで状況把握する必要がありますが、言葉の定義や概念の理解でこれがかなり助けられます。そして何よりこの2つは物理基礎の範囲内だと思うので、現在やっている勉強の流れで出来ると思います。

これは私個人の意見なので、先生などの他の人間からも話を聞いてから実行に移したほうがいいと思います。別に騙すつもりはまったく無いですが、あなたに合っているかどうかはわからないので。
長文失礼しました。1f:Td70,はじめまして！！
京都大学農学部に所属していて、昨年(2022年度)の共通テストで物理100点、化学92点を取ることができたものです。私は高3の春まで一切勉強をしていなかったため、もちろん理科基礎の勉強もまともにしたことがありません。そんな私なりにアドバイスしようと思います。

単刀直入に答えを言うと、理科基礎専用の演習は行わなくても問題はないです。理科基礎対策から始めなければならない人ももちろんいますが、質問者さんの質問の文章を読んだところ、その必要はないと思います。質問者さんの場合、知らぬ間に基礎の内容もちゃんと習得できているからです。それは、専門理科が理科基礎の内容を包括しているという特性に由来するものです。また、私個人の体感では、共通テストの方が基礎科目の知識が必要で、2次試験は基礎の知識を問う問題が少ないと感じていました。共通テストと2次、それぞれに関して述べていきます。

〇共通テスト
共通テストの出題に関して、私自身も同様の感想を抱いていました。でも、理科基礎の知識があればできる問題が専門の試験の方にもかなりあるのです。というのも、質問者さんが思っているよりも理科基礎で扱っている内容が深いのだと思います。化学基礎では分子の立体構造やpH計算、酸化還元など正直理論化学の大半をやっているように感じます。実際に私の受験生時代、先生に質問に行ったときに「これ化学基礎の内容だよ」と言われ衝撃を受けたことを覚えています。例えば、2022年度の化学基礎の問題に、醤油の塩分濃度を調べる実験の穴埋め問題があります(ごめんなさい、穴埋めかどうかは忘れました…)。これが、共通テストの専門理科の出題範囲に「物理基礎・物理」と書かれている理由だと思います。

〇2次試験
京大化学や京大物理の特徴は、知識よりも思考力が必要ということです。暗記項目がきちんとできていることは前提ですが、京大の問題は丁寧な誘導がついていることが多いです。初めて見る反応の原理を説明され、それを応用するようなケースも見られます。したがって、反応や現象、またそこから導き出される公式の根本を押さえるという勉強法を私はしていました。問題の中には、分子形に関する設問が出されることもあります。これは化学基礎の内容がもとになっていることもあります。このような意味で、出題範囲に化学基礎と書かれているのだと推測されます。

以上、私なりにアドバイスさせてもらいました。これから専門理科の勉強や過去問をしていくうちに、「理科基礎の内容が分かってない」と落ち込むこともあるかもしれません。でも、その都度、ひとつずつ抑えていけば必ず大丈夫です。最終的に過去問等を解けるようになっていれば、基礎が放ったらかしになっていることはないです。これからも頑張ってください！！
2:["$","main",null,{"className":"px-4 pt-4 pb-4","children":["$","div",null,{"className":"max-w-3xl mx-auto w-full","children":[["$","div",null,{"className":"mb-8","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/h6xeh63x?advice=w0HjR3ABTqPwDZPuSF6B","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"mb-4 rounded"}]}]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":"物理基礎と物理の違い"}],["$","div",null,{"className":"flex justify-between mb-4","children":[["$","div",null,{"className":"text-left text-xs text-caption","children":["クリップ(",7,") コメント(",1,")"]}],["$","div",null,{"className":"text-right text-xs text-caption","children":"2/15 17:07"}]]}],["$","div",null,{"className":"coach-mark 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whitespace-pre-wrap","children":"ご回答、本当に有り難う御座います。ずっと疑問に思っていたことが、ようやく分かりました。後輩になれるように、物理頑張ります！"}]]}]]}]]}]}],["$","h1",null,{"className":"text-xl font-semibold","children":"よく一緒に読まれている人気の回答"}],["$","div",null,{"className":"mb-8","children":["$","div",null,{"className":"divide-y","children":[["$","div",null,{"children":["$","$L7",null,{"href":"/advice/61PDGIYBTqPwDZPuQTud","children":["$","div",null,{"className":"flex items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"物理化学は基礎からやるべきか？"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"理科基礎独学かこのままか"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"自分は地学基礎と生物基礎で受験しました。\n\n個人的に数理系が本当に苦手な文系生はこの2科目が1番ラクだと考えています。言ってしまえば暗記ゲーですから。ただ、理系の友達の話だと化学基礎、物理基礎は覚えることが少なくてむしろラクだということらしいので（数弱の自分には縁のない感覚ですが笑）、ご自身のタイプに合うものを選ぶといいでしょう。典型的な組み合わせとしては\n\n文系　地学基礎　生物基礎\n理系　物理基礎　化学基礎　\n\nですね。自分の学校はむしろ難関大向けにこれを推奨していましたよ。物理・地学の組み合わせは見たことありませんが、物理は理系寄りの文系生はちょくちょく選択してましたね。\n\n理科基礎の勉強法（物化は分かりません(＞人＜;)）としては、生・地はとにかく教科書を読むことです。地学に関しては今から始めても気合次第では十分間に合うと思います。教科書を読んで、それに準拠したワークを解いて知識を定着させる。これを繰り返してください。「ベストフィット地学基礎」というワークがおすすめです。各項目の冒頭に教科書の内容をまとめたページが2,3ページあり、その後に典型問題→発展問題と続きます。これを何周も何周もした後、秋冬頃からセンター地学基礎の過去問を解きまくってください。段々と典型パターンが見えてきます。文系生の場合、だいたい地学基礎は得点源になる科目です。努力すれば必ず結果に出てきますよ。"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"物理基礎を飛ばして物理"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"こんばんは！現在東北大学に通うものです。ご質問に対して、個人的な意見をお伝えしますので、少しでも参考になれば幸いです。\n\n　物理基礎を飛ばして、物理をはじめることは可能かということですが、結論から言えば、可能です。可能ですが……という感じでしょうか笑\n\n　イメージからすれば、中学英語なしで、高校英語を始める感じでしょうかね。高校の英語を頑張れば、中学の英語を学んでいない人でもすぐに習得できますよね。ただ、そのような人たちは、結局高校の英語を学ぶ上で、中学の英語も同時に学んでいるとおもいます。こんなイメージです。\n\n　ですから基礎を飛ばして物理の勉強をしても全然大丈夫なのですが、結局物理基礎も学ばなきゃいけないよねってことです。\n\n　そもそも物理にも物理基礎の知識だけで解ける問題も混じっていますし、物理基礎と物理の境目もかなり曖昧です。（英語に例えるとわかりやすいですね。中学英語と高校英語は別物のようで、結局言語は繋がっているので境目が曖昧ですよね。）\n\n　ということなので、物理基礎を飛ばしたところで結局は学ばざるを得ないので、物理基礎を1から始めるのが馬鹿らしく思えるかもしれないので、物理を学び、その最中で物理基礎で頭に入っていないところがでてきた場合、その度に復習するというのが1番効率が良い勉強方法だとおもいます。\n\n　こんな感じの回答でよろしいでしょうか。是非受験勉強を引き続き頑張ってください。応援しております。"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"理科基礎について"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"私は地学基礎と生物基礎を選択しました。\n一年時に物理基礎もやりました。\n地学基礎と物理基礎の違いは、覚える型か計算型か、というところです。\n地学基礎は計算も小学生レベルなので、細かい計算はありません。ただ、覚えることが物理基礎よりは多いです。とはいえ、災害だとか川だとか、一般常識で余裕でわかってしまう部分も多いですし、理論がわかれば覚える必要もないようなものがほとんどなので、無心で覚えなきゃならないのは岩石くらいだと思います。\n物理基礎は、計算が圧倒的に多いです。覚えることも少なく、共テもそこまで難しくはないとよく言われます。私自身は共テで物理基礎は選択しなかったので詳しくなくて申し訳ありませんが、友人には、少しでも頭の容量を理科基礎以外に割くために公式いくつかくらいでなんとかなる物理基礎を選んだ、という人もいました。\n\nどちらがいいとは一概にはいえませんが、地学基礎、結構オススメです。学校で配られた教科書とワーク一冊でなんとかなりました。あとは、本番前に練習用の問題をいくつかやりました。地学基礎も共テとしては結構簡単なので、3年の冬休み時点では8割のるかのらないかくらいの完成度でも、演習問題を5回くらいやっただけで本番は満点になりました。もしわからないことがあればコメントいただければお答えしますので気軽にご質問ください。"}],["$","div",null,{"className":"flex mb-1","children":[["$","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":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"物理　独学に近い(電磁気、レンズ)"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"こんにちは。以下私の考えを述べさせていただきます。参考になるところがあれば吸収してください。\n計画についてですが、おおよそその程度で良いと思います。ただ、個人的には未収範囲あっても既習範囲に関してはどんどん問題演習を積んでいけば良いと思います。一般的には力学⇨電磁気学の順に履修するかと思います。多くの受験生にとって力学の範囲は得点源になりうるので、そこの単元の演習をしっかり積んでおきたいです。したがって、未収範囲を終わらせることだけに注力するよりも、既習範囲は少し難しい問題集へどんどん進んで同時進行でレベルアップしていくのが良いと思います。その方が、既習範囲を得意分野として点数を安定させることができますし、模試などでも点数が取りやすくなると思います。\n夏前までに基本的な問題はしっかり解けるようにしておいて、夏に少し難しい問題集に取り組んで一気にレベルアップして過去問との橋渡しをすれば良いと思います。秋頃に過去問に入ることができれば十分順調だと言えると思います。\n物理は基本的な現象や公式を理解することができれば、後は演習を積むことでどんどんレベルアップできると思います。ですから！その最初の理解のところで躓くようであれば、自分でずっと考え続けるのも効率が悪いので、映像授業に頼るのも良いと思います。最近はYouTubeやスタディサプリなど、比較的高額ではないサービスも増えてきているので、それらを用いて、どのように物理を勉強すれば良いか、どのような問題が定石で、それらはどうやって解くのか、応用問題にはどうやって取り組んでいけば良いのか、ということを学ぶと良いと思います。"}],["$","div",null,{"className":"flex 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