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1c:Tf99,こんにちは〜
模試で点数が思ったより低いと不安になりますよね。
新高3ということなので、残り一年で焦るところもあるかと思いますが、私は今からでも努力次第で合格できると思います。

まず、今までそういった模試はよく受けてきましたか?勉強したのに模試で思ったより点数が振るわないというのは、学力がないのではなく、模試やテストを受けることに慣れていない、または受け方が悪いのに改善せずに受け続けているせいで実力が発揮できてない可能性もあります。その場合模試の受け方を少し考えるだけで点数が伸びるかもしれません。実際普段の勉強では解ける問題が多いのに受験やテストで点数が振るわない、という人は実は試験の受け方が良くないという人も多くいらっしゃいます。

•時間配分
•落ち着いて受験するための試験直前ルーティーンなどの見直し
•試験前の勉強方法

など、一見自分ではできていると思っていることももう一度確認し直すといいかもしれません。

もしそういったことではなく、学力が足りてないとご自身で考えられている場合は、とにかく一年で今まで以上に頑張る必要があるかもしれません。
理科も数学も詰めないといけないのは大変ですが、決して不可能ではありません。合格のためには二種類の方法があります。
一つめは、全ての教科で満遍なく点数を取り、合格点を獲得する方法です。
二つめは、全ての教科ではなく、得意科目でほぼ満点を目指して、苦手な科目もある程度取ることで合格点を獲得する方法です。しかし質問者様が検討されている受験方法はおそらく個別試験で、三教科だと思いますので、英語がものすごく得意かつ理科も夏休みまで詰めれば点数が取れるようになりそう、というわけでなければお勧めしません。

もちろん全ての教科で良い点数を取るのが理想ですが、そういった人はごく稀であると思います。どちらの方法でも沢山勉強する必要がありますが、自分により合っているほうを選んで優先すべき教科を決めましょう。

一つめの方法を選ぶのでしたら数学と理科を秋まで必死に勉強してください。英語は他の科目の休憩に行う程度で、土日など時間がある時にはできる限り数学と理科を詰めましょう。また、外部模試で受けられる試験があればできる限り受けて、何が課題なのか定期的に自分でわかるようにするといいです。夏休みごろから応用問題などにも手を出し、秋にはどの教科も満遍なくある程度取れるようになっているのが理想です。秋から冬にかけては応用問題と並行して過去問などの回数をこなし、志望大の傾向と試験慣れしましょう。
二つめを選ぶのであれば、英語の強化と理科の確実な基礎固めを夏休みまで頑張って、その後は数学中心に数学と理科を10月まで集中して行い、その後は過去問を受験と同じ状況下（時間厳守等）で何度も解いて志望校の試験形式に慣れると同時に応用問題に注力する、という勉強スケジュールがいいと思います。

高校生活とも並行しての勉強ですし、勉強漬けであれば大変でついつい遊びに行ったりしたくなるかもしれませんが、一年で終わらせるのだという強い意志を持ってできる限り勉強に集中できれば合格に近づけると思います。志望大合格できることを祈っております。
頑張ってください☺️1d:Td00,勉強おつかれさまです！数学の模試でミスのせいで大幅に点数が減るのは本当につらいですよね、、、
ですが、これまで数学を得意としていたあなたなら、必ず復活できると思います！いくつかアドバイスをお伝えします。

1. 1問目のミスを防ぐために  
大問の1問目のミスは、後の問題にも影響しやすく、精神的な焦りにもつながります。計算や検算にはあまり時間がかからないので、最低2回は計算をすることをおすすめします。私は受験生のとき、計算ミスを防ぐためにこの方法を徹底していました。

2. 記述問題の対策  
数学（もし物理もやっているなら物理も）では、数式のみで解答するのが効率的です。私は以前、記述のために日本語での説明を詳しく書いていましたが、それに時間がかかることに気づきました。そこで、必要最低限の文章のみを書き、ほとんど数式だけでまとめるようにしたところ、解答時間が短縮され、しかも記述の点数も減点されませんでした。説明は最低限にし、数式をメインにすることで、時間の余裕が生まれるはずです。

3. 解き直しの際のミス分析  
すでに「なぜミスをしたのか」を書き出す習慣があるのは、とても素晴らしいことです！これは必ず続けてください。分析の精度を上げるために、ミスの傾向を分類するのもおすすめです。例えば、  
- 計算ミス（符号ミス、桁ミス、式の写し間違いなど）  
- 思考ミス（問題の意図を取り違えた、条件を見落としたなど）  
- 時間配分ミス（焦りによる確認不足など）  

こうすることで、より具体的な対策を立てやすくなります。

4. 模試のストレスとの向き合い方  
模試の目的は、①自分の弱点を見つけること、②本番のようなプレッシャーや出題形式に慣れることです。  
あなたはすでに、「自分の弱い部分を客観的に見つける」という一番大きな目的を達成できています。これは、とても素晴らしいことです。ミスの原因が明確になったからこそ、次に活かせるのです。だからこそ、自分を責めすぎず、「今回も1つ成長できた」と考えてみてください。  

また、プレッシャーに対しては、経験を積むことで慣れていきます。最初はうまくいかなくても、何度も練習を重ねることで、ミスは確実に減っていくはずです。私もそうでした。先生や親からの言葉に落ち込むこともあるかもしれませんが、結果だけに目を向けるのではなく、自分の弱みを発見できたこと、プレッシャーの中で戦う練習ができたことを大切にしてください。  

今まで数学が得意であり続けたのですから、今の一時的な不調がずっと続くわけではありません。むしろ、この経験を乗り越えたことで、さらに強くなれるはずです。ぜひ自分を信じて、次に向けて前向きに取り組んでみてください！1e:Td4a,こんにちは！ご相談ありがとうございます。

結論から言うと、これは
　・自分がなぜ数学を得意だと思っていたのか
　・なぜ今回点数がとれなかったのか
の２点を分析して考える必要があります。

具体的にどのようなことを考えればいいのか、お話していきますね！

〇自分がなぜ数学を得意だと思っていたのか
おそらくコップさんは点数を見てこの科目が得意だと判断したのだと思いますが、今回はもっと深く考えてみてください。
例えば、・基本的な解法が十分に身についている
　　　　・ミスが少ない
　　　　・応用問題で解法を簡単に思いつくことができる
　　　　・計算が早い　　　などです。
東進の模試の場合には成績表に設問ごとに正答率があったを思うので、それと比較しているのも良い子もしれません。
正答率が高い問題はほとんど落としていない⇒基本ができている、ミスが少ない
正答率の低い問題で差をつけている⇒応用問題に強い　のような感じです。

〇なぜ今回点数がとれなかったのか
これに関しては、今までの良い結果が手元にあると思いますから、それと比較してみましょう。
前は基本問題ができていたのに、今回はミスが多くて点を落としている。
前は応用問題がある程度できていたのに、今回は全く解法が出てこなかった。
前は全問解ききることができたのに、今回は時間がなかった。　　などです。

この２つを考えると、今回の模試の結果の悪さは自分の強みを生かし切れていなかったことによるものなのか、もともとの力が足りていなかったのかがわかります。

例えば、基本問題は今まで全然間違えなかったのに、今回はたくさんミスをした、という場合。
これは自分の強みを生かし切れていないということですから、あまり気にする必要はないと思います。勉強の配分はあまり変えずに、ミスをしたらノートに書き留める、などの少しの工夫を加えれば十分だと思います。

一方で、得意の基本問題の正答率に変化はなかったが、特別得意でもなかった応用問題がさらに解けなくなっていた、という場合。この場合は今まで「数学が得意だ」という言葉に隠されてしまっていた自分の弱点が明らかになったパターンです。この場合は少し数学にかける時間を増やしてみても良いと思います。このアプリ上には様々な参考書についての相談と回答がありますから、自分に合うものを見つけて次の模試までにやってみましょう。その模試で成果が出ていれば、また文系科目メインの勉強に戻っても良いと思います。

いかがでしたでしょうか。
受験は合計得点で競うことが多いですが、安心できる得意科目があると勉強がしやすくなる、という側面もあります。今はまだ時間がありますから、以上のような分析を行って勉強をしてみてください。応援しています！1f:Te34,高2時点での成績では入試の結果は決まりません。そのあとどんな勉強をしていくかに大きく影響されます。

受験期であろうとなかろうと、模試の結果を見て悲しんでいる時間はただただ無駄です。もちろん人間ですから多少暗い気持ちにはなりましょうが、パッと切り替えて次の模試でより高い点を取るための、ひいては入試で合格を掴むための勉強を始めなければなりません。

模試のメインは点数でも順位でも判定でもありません。今は入試本番で得点するために勉強してるのであって、模試でお友達と競争することには本質的な意味はありません。まずは自分のことだけ考えてください(もちろん、ほかの人の頑張りを見て自分のモチベーションに繋げるというように上手く他人と付き合うことが出来れば最高です)。

勉強の本質は復習です。模試でもそれは同じで、受験した模試を最大限活用する方法はその日解いた問題を復習して、それまで自分になかった知識・思考を取り入れたり自分の弱点を見つけ出すことにあります。

例えば「授業でやったことが出題されたのに解けなかった」ということがあっても、自分には才能がないのかとくよくよするのではなく、「習ったから覚えてると思ってたが、模試のおかげで内容を覚え切れていなかったことに気づけた」と前向きに捉え、そのタイミングで自分のものにしていけばよいのです。
一回の復習では頭に入らないこともあるでしょう。その時は、覚えるまで何度でもやるんです(それだけ時間をかける価値がある内容ならば、の話ですが)。普通一回や二回で覚えられることの方が少ないです。「出来るまで」という姿勢が常に大事になりますから、肝に銘じておいてください。

勉強の結果は3ヶ月後に来るとよく言われます(もちろん個人差はあります。自分はわりとすぐ結果に出るタイプでした)。努力したのに模試で奮わなかったと思っても、次回の模試ではいい結果になるかもしれません。結果一つで自分の能力の限界を決めてしまうなんてのはやめましょう。

最後に、ここから逆転できるかどうかという話ですが、冒頭で述べたとおり、それはこれからの自身の努力にかかっています。
いい点を取れたとしても、慢心して努力を怠れば来年痛い目を見ます。逆に今悪い点を取って危機感を抱き、弛まず努力を重ねていけば見違えるほど高いレベルに到達することが出来るかもしれません。自分はこのタイプで、あとからぐんと伸びました。

ただやればいいという話ではありません。自分の実力、到達したいレベル、残された時間を考慮したうえで適切な量、高い質の勉強をする事で実力は伸びていきます。勉強の質や効率の話は私の過去の回答に詳しく書いてありますので、よければそちらも参考にしてください。

まだ2年生、充分時間があります。この時期に危機感を抱けたことを好機と捉え、来年のために今頑張り始めてください。「自分の実力はまだ伸ばせる」「最後まで、出来るまで頑張る」の精神を大切に。2:["$","main",null,{"className":"px-4 pt-4 pb-4","children":["$","div",null,{"className":"max-w-3xl mx-auto w-full","children":[["$","div",null,{"className":"mb-8","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/h6xeh63x?advice=0VI-coEBTqPwDZPu64_0","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"mb-4 rounded"}]}]}],["$","h1",null,{"className":"text-xl font-semibold mb-2","children":"中間テストでの敗北"}],["$","div",null,{"className":"flex justify-between mb-4","children":[["$","div",null,{"className":"text-left text-xs text-caption","children":["クリップ(",2,") コメント(",2,")"]}],["$","div",null,{"className":"text-right text-xs text-caption","children":"6/18 0:18"}]]}],["$","div",null,{"className":"coach-mark 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。"}],["$","div",null,{"className":"mb-4","children":["$","$L13",null,{"clientImageUrl":"https://firebasestorage.googleapis.com/v0/b/unilink-48e75.appspot.com/o/images%2Fs_oACVCxJAokaHF3gA8UPcb2WOE053.jpg?alt=media&token=595388d8-c135-428b-b973-36caca921822","clientUserName":"こんぽたーじゅ","infoString":"高2 岐阜県 立命館大学法学部(59)志望","adviceId":"0VI-coEBTqPwDZPu64_0"}]}],["$","div",null,{"className":"mb-8","children":[["$","div",null,{"className":"leading-loose 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mb-1","children":"私は、この時期どころか最後の模試までＥ判定でした。\n\nまず、偏差値は気にしないようにしましょう。\n各大学のネット上の偏差値は、あくまでも全ての大学を1つの基準で比較するために設けただけのものですので、その偏差値では計れない部分で合格可能性を引き上げれば良いのです。\n\n具体的には、自分の第一志望校の共通テストと二次試験の配点を考え、科目別に勉強時間や割合、目標得点を考えるのです。\n例えば東北大文学部ですと、共通＋二次の1600点の内、国英がそれぞれ500点、数学で300点占めています。ですので、国英と数学を軸にするのは明らかですよね？　このような形で、科目別の対策を検討するのです。\n\nまた、夏休みにガッツリ過去問演習を行い、慣れや問題傾向を掴みましょう。\n私は、夏休みに共通テスト過去問or予想問題10回分と二次試験過去問10年分を解き、解法慣れと傾向を掴みました。具体的には、二次試験の数学が確率・二次関数・微積の出題率が非常に高いことを踏まえて、その3分野だけは赤チャートまで全て解き対策しました。\n結果としてはそれら3分野が全て出題され、ほぼ全完できたのです。\n平均的な自分の数学の偏差値を上回った回答を本番で出来ました。\n\n\nこのように、科目別の対策や分析、圧倒的な過去問演習による慣れによる得点のカバーを狙いましょう。\n\n参考にしてください！"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary mr-1","children":["$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 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"数学が壊滅的にできない"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"こんにちは。\n私は高3の初めの学校の実力試験で平均点が60点くらいの数学のテストで15点を取ったことのある者です。\n私が数学の点数をあげた方法を紹介します。\nまずは自分がなぜ解けなかったのかを分析するといいと思います。例えば解き方がわからなかったとか、計算ミスを連発したとか、微分が苦手などです。\n次にそのミスをしないためにはどうするべきか自分で考え、ノートにメモしておきます。このノートは随時自分の弱点見つける度にそれを書いてその都度見返すと良いです。\nあとは自分の弱点を踏まえた上でもう一度基礎に立ち返って勉強していき、自分の知らない解法が出てくる度にその解法を覚えていくようにしましょう。数学は暗記科目ではないと言われますが、数弱にとっては解法の暗記でかなり点数が伸びます。\nこの結果私は志望校の数学の点数を40点ほどあげることに成功しました。頑張ってください！"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary mr-1","children":["$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 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"模試の結果がクソほど悪かった"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"まずは落ち着くこと。\nあとは、落ち込むこと。\nけどそんなに落ち込んでる暇はないから、時間を決めて思いっきり泣くこと。\nそしたら次に進める。\n受験はここからメンタル勝負の時期に入る。\nきっとこれで諦める人もいるでしょう。\nけど君はそんな簡単に諦める為に勉強してきたのか？\n模試はライバル達が志望校を変更する絶好のチャンスだと思おう。君は変えない。意地でも。\nどんな結果だろうと、それは本番じゃない。\n1日前に最低点とろうが、本番で取れば良い。\n本番取れないかもしれない！なんてつまんない事は考えるな。\n考えてもしゃーない事は、考えるな。\nただひたすら、合格する確率を上げろ。大丈夫。\n今まで頑張ってきた自分は自分が一番よく知ってる。\nその自分を認めてあげてくれ。それは本番で自信になるから。\nあと少し、歯を食いしばってやってみろよ。周りなんて気にするな。\n志望校は不変だ。志望校から逃げるのはお前自身だろ。\n頑張れよ。応援してる！\nclip頼むわ。"}],["$","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 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"得意科目の成績を取り戻すには"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"別に今の成績は関係ないので、おおよその判定が確定し始める高3の夏〜秋頃までに良い判定が取れるよう標準を合わせましょう。\n\nできない原因が計算ミスやただの注意不足ではないと仮定して話します。\n\n2年生ということは、これから数学はどんどん単元が増えていき、たとえ数学が得意な人でも苦手な単元が出てくる時期だと思います。焦る必要はありませんが、このままほったらかしにしておくと悪循環になるので、それだけは避けましょう。モチベーションを上げるというよりも、このままやらなかったら酷い目に合うと思った方が良いかもしれません。(僕は逆にそれがモチベーションになりました。)\n\nまずは苦手な単元が何なのか自分の模試などから分析しましょう。(計算ミスなどは考慮しなくていいです)\n次にその単元の理解度を確認し、レベルに応じた演習をしましょう。\nこの時に、理解度を2段階(基礎 標準)に分け、そのレベルの一つ上をやりましょう。\n今は、応用問題が解けなくてもいいので、全ての単元の標準レベル(模試でいうなら(1)-(3)まであるうちの(2))を必ず正解することに全力を捧げましょう。\n全ての単元の標準レベルが解けるようになってくると、安定してきます(ある単元が全く手が出なくでも他のでカバーできるので)\n\n最後に一言言っておきますが、高1から高3にかけて偏差値はどんどん落ちてきます(みんなが勉強し始めるため)しかし、それに応じて志望校の目標偏差値も下がってきます。偏差値が下がることは気にせず自分が取れる問題を落としてないかを確認しましょう。"}],["$","div",null,{"className":"flex 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