個別指導塾スタンダードのお役立ち情報
定期テストとの違いは範囲の広さだけではない!「学年末テスト」の重要性や対策のコツを解説
1年間は長い。1学期の最初に習った内容が「学年末テスト」で出題されたとき、その1年の長さをあなたは痛感するかもしれません。小学校と比べると、中学校の勉強は難易度が上がり、ドンドン新しいことを学びます。復習せずに1年間過ごすと、学年末テストで手も足も出ないはずです。1年の最後に行われる学年末テストに向けて、今日から対策を始めましょう。
学年末テストと定期テストの違い
![学年末テストと定期テストの違い](data:image/webp;base64,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)
学年末テストとは、名前の通り“学年の終わり”に行われるテストです。1年の総復習の意味合いが大きく、定期テストと比較して、範囲が広くなります。そのため出る問題や単元が絞りにくく、日頃から勉強しているか否かで差がつく試験といえるでしょう。
ただ、3学期に習った内容が多めにはなります。一般的には、1・2学期30~40%、3学期60~70%が範囲になるとも言われています。2学期制の場合は、後期(2学期)の中間テスト以降にあたる11〜2月の内容がメインになります(前期・1学期30〜40%/後期・2学期60〜70%が目安)。範囲が広い学年末の方が平均点が下がるため問題を優しくする場合が学校・先生によってはあるかもしれません。ただ、あまりそれを期待せずに、中間テストや期末テストと同じ要領、もしくはそれ以上に対策するのが望ましいです。
というのも学年末テストの結果は、通知表や内申点などの成績に直結するからです。総復習であるため、学年末テストの結果から1年間のあなたの学習成果を先生も測ります。関心・意欲・態度などの授業中の振る舞いや提出物の具合ももちろん加味されるでしょう。ただ、テストの点数が大きく影響するのもしっかり頭に入れて学年末テストの対策を行ってください。
余裕をもってコツコツやるのが学年末テスト対策のコツ
![余裕をもってコツコツやるのが学年末テスト対策のコツ](data:image/webp;base64,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)
学年末テストで結果を出すためには、日頃から勉強する癖をつけておくのが一番です。授業で分からない問題があれば、先生に質問する習慣をつけられると良いでしょう。ほかにも注意点を具体的にまとめてみました。下の4つを意識するところから始めてみてください。
■授業前後での予習・復習
まずは予習からです。教科書を音読したり、問題を1度解いたりしておきましょう。授業で初めて見るよりも、一度見ていただけで理解度が違ってきます。
そして帰ったら復習です。授業の復習になるように先生が宿題を設定してくださっているかもしれません。出された宿題にまず取り組んでください。そこから分からずに気になる問題などがあれば自分のペースで時間をかけて解決するようにしましょう。
■授業への取り組み方
授業態度が成績に関わるのを冒頭で紹介しましたが、授業中は集中して先生の話をしっかり聞いてください。板書の書き写しに気を取られて、話半分で授業を聞く場面が多いかもしれません。そんなときでも予習をしていれば、余裕をもって授業に参加できるでしょう。
また復習に当てる帰宅後の時間もかぎられています。さらに3学期になれば、1・2学期分の復習にも時間を割かなければなりません。3学期の授業中はなおさら集中して疑問を残さないように努め、帰宅後の時間をなるべく1・2学期分の復習に当てられると良いでしょう。
■授業中に使用したプリントの整理
学年末テストや定期テストに、授業中に使用したプリントやワークの問題がそのまま出ることも珍しくありません。ワークはともかく、プリントの整理が苦手な人は日頃から丁寧にファイリングする習慣をつけましょう。きれいに整理できていれば、もう一度解き直そうとしたときにすぐに取り出せます。時間を1分1秒でも節約して、復習する時間を捻出してください。
■定期テスト
プリントだけでなく、定期テストの用紙も整理しましょう。定期テストにはその期の重要なポイントが詰まっています。過去の定期テストの内容をあらためて見直すだけでも、その期において自分が理解できていたところ・できていなかったところの確認につながります。
また教科書やワークにはないオリジナル問題が定期テストで出されているはずです。学年末テストも学校の同じ先生が作る可能性は十分にあるので、問題作成の傾向を掴むためにも定期テストの解き直しは役立つでしょう。
定期テストを解き直すときは、記述問題と一問一答のどちらが多いかを分析してみてください。記述問題が多い場合は、出題割合が多い3学期(後期)に習った範囲のみでいいので、教科書の音読などをしておくと良いでしょう。一問一答が多い場合は、ワークの基本問題だけでいいので、一問一答の問題を広く浅く解きなおして対策してください。
3年生なら受験用参考書でも学年末テスト対策が可能
![3年生なら受験用参考書でも学年末テスト対策が可能](data:image/webp;base64,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)
3年生の場合は、3年間の総復習になるため範囲が広くなるでしょう。1・2年生の範囲は、過去の定期テストやプリントなどを見直すのはもちろん、高校受験向けの参考書などでカバーできます。直前に一夜漬けでなんとかなるテストではないため、日頃からコツコツと対策を進めていくのを意識してください。
監修:子育てアドバイザー/道山ケイ
親を変えることで子どもの成績を上げるプロとして活躍。年間3000組の親子をサポートし、約7割の親子関係が良好に変化。元中学校教師で、学級崩壊の地獄と学年最下位クラスを9ヶ月でTOPに変えた天国を経験。この体験から思春期子育て法を確立。 HP:https://tyugaku.net/