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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-186819a87df201a3.js"],"CommentItemName"] 1c: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-186819a87df201a3.js"],"AdOnAdviceList1"] 1b:T1726,模試の偏差値は大切な指標ですが、模試はあくまで「現時点での到達度」を測るものであり、最終目標ではありません。この段階でやるべきことは、模試の結果を過剰に気にするのではなく、何ができて、何ができなかったのかを具体的に把握し、次に繋げる学習をすることです。 私自身も一時期、得意だった数学で悪い点数を連発してしまい、自信をなくして試験中に焦るようになり、その結果さらに点数が取れなくなるという負のスパイラルに陥ったことがあります。しかし、先生から「お前には実力がある。数回のテスト結果なんか気にせず、むしろできない分野が見つかってラッキーだと思え」と励まされてからは前向きに取り組めるようになり、気がつけば成績も回復していました。 このように、模試の成績は過度に気にしすぎる必要はありません。むしろ、結果を次に活かすための材料として活用することが重要です。以下に模試で悪い成績を取ってしまった際の適切な対応方法を記載しますので、参考にしてください。 --- 【 毎回の模試の成績を活かす考え方】 1. 偏差値の見方を再確認する 模試の偏差値は、あなたの学力そのものを完全に反映しているわけではありません。特に、模試の出題形式や難易度、受験者層の影響を受けるため、1回ごとの結果で一喜一憂する必要はありません。模試の偏差値を見る際は以下を意識しましょう： ・点数と得点率を重視する 偏差値ではなく、得点率に注目しましょう。特に共通テスト形式では、満点に対する得点率が安定しているかどうかを確認することが重要です。 ・得意と苦手を把握するツール 模試は、「自分が得意な分野」と「改善が必要な分野」を見極めるツールです。たとえば、毎回安定して高得点が取れる科目・分野は「武器」として認識し、苦手な部分は「改善ポイント」として捉えましょう。 2. 模試を受けた後の行動が鍵 模試の結果をそのまま受け止めるのではなく、復習や分析を通じて次に繋げることが最重要です。模試を受けた後は、以下のステップを実践しましょう： ・正解した問題と不正解の問題を分ける 不正解の問題は、「知識不足」「ミス」「時間不足」など、原因を具体的に分類します。 ・ 苦手分野の克服計画を立てる 苦手な分野をピックアップし、次の模試までに解決するための具体策を考えます。 ・同じ形式の問題を繰り返し解く 模試で解けなかった問題に似た形式の問題を集中的に練習することで、次回の模試での改善が期待できます。 --- 【現在（12月下旬）の過ごし方】 残り1か月という状況では、共通テストの過去問や形式に完全に慣れることを優先しましょう。また、模試の結果から見えてきた弱点を克服することに集中します。 1. 得点源を安定させる 模試の結果を基に、得意な分野・科目をさらに伸ばす計画を立てましょう。特に共通テストでは、得点源となる科目があると、全体の点数が安定します。 例）英語リーディングで8割を目指す場合、問題形式ごとの解答スピードを上げる練習を行う。 2. 苦手分野を最低限まで引き上げる 苦手な科目や分野は、模試で失点が多かった箇所を優先的に復習します。ただし、この時期は闇雲に手を広げるのではなく、頻出分野や基礎的な部分に絞ることが大切です。 3. 時間配分の練習 共通テストでは時間配分が非常に重要です。模試で時間が足りなかった場合は、時間内に解く練習を繰り返しましょう。以下に例を記載しておきます： ・英語リーディング：読むスピードを上げる。 ・数学ⅠA：計算問題で時間を節約し、大問に余裕を持たせる。 --- 【メンタルの保ち方】 成績が思うように伸びない時期は、誰でも不安や焦りを感じます。しかし、成績が下がる原因は「努力不足」ではなく、「適切な努力の方向を見失うこと」にある場合が多いです。以下を心がけて、気持ちを安定させながら学習を続けてください： 1. 偏差値は気にしすぎない 偏差値が多少下がっても、それは模試の性質や受験者層によるもので、実力そのものが落ちたわけではありません。「本番で必要な力を蓄えるための途中経過」と割り切りましょう。 2. 小さな成功体験を積む 1日の終わりに「今日覚えた単語」や「解けるようになった問題」を振り返り、小さな達成感を感じる時間を作りましょう。 3. 定期的に休む 集中力を維持するためには、適度な休憩も必要です。疲れた時は、散歩をしたり、ストレッチをしたりしてリフレッシュしましょう。 --- 模試の結果が思わしくなくても、それは「伸びしろがある」と捉えることが大切です。この12月下旬からは、共通テスト対策に注力しつつ、模試を分析して弱点克服に取り組みましょう。偏差値は絶対的な指標ではありませんので、あくまで自分の得意・苦手を見極め、効率的に勉強を進めることに集中してください。最後まで諦めずに頑張れば、必ず結果につながります！2:["$","main",null,{"className":"px-4 pt-4 pb-4","children":["$","div",null,{"className":"max-w-3xl mx-auto 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"成績が下がった"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"こんにちは！\n\n模試の結果で不安になるのは理解できますし、心配もあると思いますが早稲田志望であればあまり気にしすぎる必要がないと思います！（共通テストと早稲田の問題は違いが多いため）\n\n模試はあくまで模試なので結果よりも大切なのは自分の弱い教科を見つけるということです！この弱点の教科を模試を受けて見つけて、それを次の模試までに克服するというのが大切だと思います！\n\nそして偏差値について気にしがちですがぶっちゃけあまり気にする必要はないです。\nその理由は早慶やMARCHの私大を受ける方には共通テストの模試や記述模試というのはあくまで目安にしかならなくて、結局最後に志望校の合格点が取れるかどうかにかかっています！！！\nここを必ず肝に銘じて欲しいなと思います。どんな偏差値でも大切なのは最後に過去問に太刀打ちできるかどうかにかかっています！！\n\n今の時点で過去問を解く上で目指す目標は受験者平均点です！！これは基礎ができればどの大学でも取れる点数であると思うので、9月までに全教科取れればかなり合格に近いと思います！赤本に掲載してある大学も多いのでとにかくこの点数を取れるようにそこを目標にやっていくのがいいと思います！\n\n参考になれば幸いです！！また、いつでも何か聞きたければこちらのコメントでお答えするのでお気軽にどうぞ！（答えられる範囲で答えます！）\n\nまた、UniLink パートナーのオンライン受験相談も実施しています！興味がある方はメッセージよろしくお願いします！！！"}],["$","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":"困ってます 模試"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"※少々長くなります\n\n一言で言いましょう。\n「模試の結果はあまりアテにしないように」\n\n\\ﾅ､ﾅﾝﾀﾞｯﾃｰ/\n\nもちろん、模試の結果は自分の能力を評価してくれるのですから有意義ではあります。しかし、それで一喜一憂するのは筋違いと言えます。\n\n模試といっても、ベネッセから駿台など、難易度や受験者層が開催元によって様々です。偏差値の出方にだって差がでます。もしあなたが受けた模試が駿台模試だったとしたら、偏差値50は問題ない成績だと思います。\n\nさて、本題に戻りましょう。\nなぜ模試の結果はあまりアテにならないのか？\nそれは、あなたが近い将来受ける本番の試験とは何もかもが違うからです。\n\nこのままだと胡散臭いのでもう少し詳しくいきます。\n先輩方から「模試の判定がA判定だったけど志望校落ちた」とか、「直前までE判定だったけど何とか受かった」といった体験談を聞いたことはありませんか？\n\nなぜ、判定の流れ通りにいかなかった場合があるのか？\n\n実はこの現象、全く不思議な事ではありません。\n\n合否を左右するのは\n「過去問を用いた対策をきちんと行ったか」です。\n\n長々と少しずつ話を逸らしてしまいましたが、\nとりあえず高一の時点では、模試の結果を気にせずにむしろ定期テストの方面に打ち込むことをお勧めします。"}],["$","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":[["$","div",null,{"className":"mb-1","children":"模試の捉え方"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"模試の判定は信じるに値しないけど軽く自信にはしていいです。何言ってんだって思うと思うので自分の考えを解説します。たとえばあなたが第1志望でA判定とると合格可能性は80％になります。でもそんなことはありえないです。いくらなんでも高すぎます。自分も早慶オープンA判定とB判定しかとりませんでしたが60％と80％のところを合わせて5つ受けて合格一つだけしかもらえなかったです。\nじゃあなにを自信にしていいのかというと、自分はA判定、B判定とれるだけの基礎力があるっておもってくれればいいです。特に記述模試、マーク模試は基本的な問題で構成されてる事が多いのでそこで高得点、いい判定が取れるってことは基礎力が順調に育ってるって捉えてください。多分こんな捉え方してるやつ自分くらいなんで間違ってるって思ったら否定してくれてもいいです。\n基礎力はほんとに大事です。プロ野球選手だって素振りは大事にします。それがしっかりつけばあとは傾向対策して学力を合わせていくことで合格に近づけると思います。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":[]}],["$","path","1",{"d":"M12 6c1.1 0 2 .9 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"模試結果の推移"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"\n偏差値は低めで安定してました笑笑\n\n基本的にE判定でしたね。\n\n自分は、第一志望に落ちてるし、他にも落ちてる学校たくさんあるので、模試の判定は確かにあてになります。\n\nただ、てびさんが言うように、模試よりも過去問の方が全然大事です。このことは、中学受験を経験していた自分にとっては、すでに分かっていたことなんで、模試の成績が悪くても、確かに焦るし不安に思いますが、自信を持ち直して、日々の勉強に努めました。\n\n\n自分は、模試は苦手でした。なぜなら、対策のしようがないからです。英語とかで、「この長文に何分かけていいの？」とか考えてると、その長文を読むことに集中しきれずに、結局自分の実力は中々出せませんでした。\n\n本番の入試では、過去問対策をして念入りに戦術を建てた状態で、戦いに行けます。\n\n\n\n\n一橋の英語で一例をだすと、\n\nまず、英作文から解く。\n時間は20〜25分で終わらす。\nここ最近、傾向がコロコロ変わってるから、本番でも何が出るか分からないから、何がでても慌てず対処する。まずは、日本語で書きたいことを明確にしてから、そこから英語で書く。細かいミスをしがちだから、書き終わったら、絶対に見直す。\n\n次に整序英作文\nここは、点のとりどころ。そんなに難しくないから、多少ゆっくりでも丁寧に解く。例年5問出るから、最低でも3問は正解する。\n\nそしたら、リスニングが始まる\nディクテーションで、3回読まれる。1回目は、どこを書くべきかを捉えて、書くべきことの大枠を聞き取る。2回目でしっかり書き取り、3回目は見直しや細かいところの訂正。\n\n最後に長文２つ解く。それぞれ30分ずつ。\n選択肢問題は、１つの長文につき1〜2個でるけど、絶対にとらなきゃダメ。時間かけてもいいから正解する。ここの選択肢問題があってる時ってのは、だいたいの英文の流れが理解できてる時だから、そういう意味でも、正解することにこだわる。\n和文英訳も落ちついて。透視図とかでやったことをしっかり活かす。\n意味説明問題とか、理由説明問題は、何を答えるかをしっかり捉える。若干の誘導があるから、それにしっかり乗っかる。\n\n\n\n\nこんな感じにやってきます。\n過去問対策をすると、こんな風に細かく分析して、戦術をねります。\n模試ではこんなことしませんよね。だから、点が取れなくてもしょうがないって自分は思ってました。\n\n"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"【E判定】あと偏差値＋20…"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"今の段階からでも十分受かる可能性はあると思います。あなたの言っている通り、諦める必要は全くありません。ただ、自分を律しないと難しいことは確かだと思います。私は本番のセンターリサーチで第1志望の大学がE判定で、やばい！と思って2次試験までの２ヶ月間、食事の時間を１０分以内で収め、それ以外の時間質問以外で一切誰とも喋らず、勉強している時間を14時間くらいにすることで、周りのA判定の人が皆落ちてしまった中、現役で第1志望の大学に受かることができました。本気でやれば何事もできます！本気で合格したいなら、今まで人よりだらけていた分、余暇の時間を捨てて下さい！\n\n英語は分かりませんが、数学はセンターで頭打ちになりやすい教科だと考えています。もし、センターの数学がいつまで経っても上がらずに悩んでいるなら、自分の受ける大学の赤本を解いて、２次でしっかり取ればいいのです。一つの大学に集中して過去問とけば、そこの大学の問題なら結構対応できるようになりますよ。\n\nでは私から以上です。頑張って下さい。応援してます。\n\n\n\n\n"}],["$","div",null,{"className":"flex mb-1","children":[["$","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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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"不安"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"焦ってもいいことはないのでとりあえず落ち着きましょう。\n第1志望は変えなくていいですよ。\n3科目で絞ってるなら、まだギリギリ間に合う時期にいると思います。\n\n模試で偏差値50切ってしまった理由は以下の3つのうちどれかだと思います。\n\n①たまたま模試の時に調子が悪かった。\n②あまり勉強してない。\n③勉強しているのに解けない。\n\n①の場合は気にしなくていいのです。\n②の場合は今から死ぬ気で勉強すれば何とかなります。ですが、これまで甘えてきた自分を恥じて、心をいれかえないとですね。\n問題は③の場合 でこれはそもそも根本の勉強の仕方を見直した方がいいです。\n勉強してきた事がちゃんと身についていない可能性があるので、何故なのか自分で考えてみてください。\n復習をちゃんとしてないのか、難しすぎる問題をやっているのか。\n\n偏差値50を切ってしまうのは基礎ができてないので、まずは焦らず基礎を固めてください。この時期からでもです。\n私立文系の場合英語がすごく重要になっています。\n\n単語帳1冊、文法書(ネクステなど)の問題を完璧に解けるようになるだけで偏差値50は行くと思います。\nその後は長文を読みつつ、構文の参考書(おすすめはポレポレ)をやるのが1番手っ取り早いと思います。\nこれらの参考書を本当の意味で完璧にやるだけで、偏差値65近くは行くと思います。\n\n焦ったり、これまで何やってたんだって自暴自棄になってもなんにもプラスにならないです。 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"英語"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"合格は難しいかと聞かれると難しいとしか言えないです。ただ、合格が難しいのは皆さん同じですよ。程度は違えど、どんなに頭が良くてもなにが起こるかわからないのが受験です。逆に言えば、たとえ今の偏差値でもこれから頑張れば間に合うかもしれないのが受験です。\n\n質問者さんの場合、偏差値が下がってしまったとのことですが、それは学力が下がったということではないはずです。周りの人達の伸びよりも自分の伸びが小さかったというだけです。\nさらに言えば、河合の模試と駿台の模試、しかも2年と3年では受けている人も違えば模試のレベルも変わってきますので、一概には下がったと言い切れません。（駿台のマークは難しいことが多いです）\nそもそも、一回の模試の結果が悪かったくらいで諦めるのですか？諦められるのですか？ もしそうでないなら、次の模試、そして受験本番ではしっかり点数が取れるように勉強するしかありません。\n\n本当に受かるのかな、と思いながらもみなさん苦しみながら勉強していますから、それに負けないように頑張ってくださいね。決して無理な挑戦ではないと思いますよ！"}],["$","div",null,{"className":"flex mb-1","children":[["$","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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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"このままだとやばい"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"私は、この時期どころか最後の模試までＥ判定でした。\n\nまず、偏差値は気にしないようにしましょう。\n各大学のネット上の偏差値は、あくまでも全ての大学を1つの基準で比較するために設けただけのものですので、その偏差値では計れない部分で合格可能性を引き上げれば良いのです。\n\n具体的には、自分の第一志望校の共通テストと二次試験の配点を考え、科目別に勉強時間や割合、目標得点を考えるのです。\n例えば東北大文学部ですと、共通＋二次の1600点の内、国英がそれぞれ500点、数学で300点占めています。ですので、国英と数学を軸にするのは明らかですよね？　このような形で、科目別の対策を検討するのです。\n\nまた、夏休みにガッツリ過去問演習を行い、慣れや問題傾向を掴みましょう。\n私は、夏休みに共通テスト過去問or予想問題10回分と二次試験過去問10年分を解き、解法慣れと傾向を掴みました。具体的には、二次試験の数学が確率・二次関数・微積の出題率が非常に高いことを踏まえて、その3分野だけは赤チャートまで全て解き対策しました。\n結果としてはそれら3分野が全て出題され、ほぼ全完できたのです。\n平均的な自分の数学の偏差値を上回った回答を本番で出来ました。\n\n\nこのように、科目別の対策や分析、圧倒的な過去問演習による慣れによる得点のカバーを狙いましょう。\n\n参考にしてください！"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 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