個別指導塾スタンダードのお役立ち情報
いざ二次対策!「自由英作文」を書く流れを東大生にきいてみた
自由英作文が苦手。あなたもその一人かもしれません。大学・学部によって形式や文字数に違いがあったり、自由と言われても何を書けばいいのか思いつかなかったり、苦手な理由は多くあるでしょう。
意見を明確に示し、具体例などを添えて論理的に意見を説明できているかが自由英作文では測られています。そんな自由英作文を攻略する上での注意点を東大生の監修でまとめてみました。
まず日本語で回答を2~3つ作る
![まず日本語で回答を2~3つ作る](data:image/webp;base64,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)
早速、自由英作文の流れを簡単にまとめてみました。下の5つを意識しながら回答・練習を行いましょう。
[1]与えられたテーマを正確に把握する
[2]テーマにあった回答の方向性や賛否を考える
[3]回答の要素を考える
[4]できるだけ簡単な言葉で回答の骨子をまとめてみる
[5]出来上がった骨子をもとに英作文を書く
[1]~[4]は日本語での準備です。問いに対する答えとして自分の意見がふさわしいかを日本語で冷静に考えながら進めてください。また[4]にある「回答の骨子」は2~3つ用意しましょう。その骨子のなかから[5]では一番簡単に書ける骨子を選べるかがポイントになります。選ぶときには内容ではなく、“書きやすいか”・“間違った表現でないか”を基準にしてください。
また内容を考えるときは極端な意見になっていないかも冷静に分析しましょう。段階をふんでおらず説明が不十分で論理が飛躍した回答や非現実的なアイディア・偏りすぎた主観では減点されかねません。採点者を含む多くの人が納得できる普遍性があるかを客観的に判断しましょう。
動詞を中心に一文ずつ文の要素を組み立てる
![動詞を中心に一文ずつ文の要素を組み立てる](data:image/webp;base64,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[5]で骨子の日本語を英語にするときは、まず主語と動詞から考えるようにしましょう。英文は、主語と動詞がしっかりしていれば文章として成立します。文法などの論理を守りつつ、普遍性のある表現を心がけましょう。
短い一文一文であったとしても、文法は徹底的にこだわって書いてください。とくに日本語と英語では「時制」の概念が違うため、どの時制がふさわしいのかを英語の文法にならって注意する必要があります。
また動詞は英文を構成する上での土台となります。動詞がとる文型に着目して、たとえば下のような点を注意しましょう。
・選んだ動詞がとれない文型になっていないか
・目的語や補語などが欠落していないか
・主語が抜けていないか
・副詞を文の要素として考えていないか など
結論や意見を先に置き、型をなぞりながら書く
![結論や意見を先に置き、型をなぞりながら書く](data:image/webp;base64,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)
論理的な文章には型があります。日本語では“起承転結”と言われ、結論は最後に書くのが良いとの考えを聞いた経験があるかもしれません。しかし、英語では先に結論を言って、あとから説明や具体例を書くのが論理的な文章とされています。
長文の場合、結論と説明を書いたら、最後に改めて結論を書きます。型を意識しながら構成を作って書き始めると書きやすいでしょう。説明の根拠は2〜3つ程度が一般的で、文字数によって調整してください。欲張りすぎてまとまりきらなかったり、無理やり長くして文字数を満たしたりするのは避けましょう。
論理関係を明確にできる型を覚えよう
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)
基本的な型は必ず覚えてください。汎用性の高い言い回しを2つ挙げますので、どちらかに当てはめて書けないか考えてみるところから始めてもいいでしょう。
■「私は○○に賛成[反対]です。なぜならば〜」 ※理由が2つの場合
I agree[disagree] with ○○. →結論・意見
There are two reasons.
A reason is that S+V. →理由①
For instance, S+V. →理由①の説明・具体例
Another reason is that S+V. →理由②
For example, S+V. →理由②の説明・具体例
That is why I agree[disagree] with ○○. →結論・意見
■「私は○○だと思います。なぜならば〜」 ※理由が3つの場合
I think that ○○. →結論・意見
There are three reasons.
Firstly〜. →理由①+説明・具体例
Secondly〜. →理由②+説明・具体例
Thirdly〜. →理由③+説明・具体例
In conclusion, I think that ○○. →結論・意見
確実に覚えている熟語・単語で論理関係を明確に
型に加えて、単語や熟語で論理を示すのも有効です。代表例をまとめてみましたので、ぜひ覚えて使ってみてください。
・私は〜だと思います:In my opinion 〜 / I think that ~
・加えて・また:Also / In addition / Further more
・つまり:That is to say / In other words
・しかし:But / However
・たとえば:For example / For instance
・一般的に:In general / Generally
・一方で:By contrast / On the other hand / While
・したがって:As a result / Consequently / So
最後に、自分の分かる単語や自信のある文法・表現を用いるように心がけましょう。自信をもって使える単語などをいかに組み合わせるかの言い換えゲームと英作文はいえるかもしれません。難しい・自信がない単語や表現は使わないと決めるのも英作文攻略の鍵となるでしょう!
監修:東大勉強計画研究サークル 代表/関口大海
東大勉強計画研究サークル、通称「東大BKK」のBKKとは「勉強,計画,研究」の頭文字を意味します。「自分では勉強計画を立てられない受験生の力になりたい」という気持ちのもと、受験生のみなさんが勉強計画を立てるご支援をしています。現役東大生の「受験期の勉強計画ノート」を集めてサイトで公開し、また書き込んでそのまま使えるオリジナルテンプレートを開発して広くみなさんに向けて公開しています。