【答案の傾向】(2011.10.25--2012.8.28) ≪問題≫
(1)(2) これらの問題は正答率90%以上でよくできています.
(3) 正答率は88%と高くなっていますが,+17,−1という間違いが各々6%、5%あります.
(4) 正答率は85%と高くなっていますが,繰り上がりがうまくできずに+34と答える間違いが9%あります.
(5) 正答率は80%と高くなっていますが,繰り下がりの計算と混同してしまって−19と答える間違いが13%あります.
(6) 正答率は86%と高くなっていますが,繰り上がりがうまくできずに−32と答える間違いが8%あります.
(7) 正答率71%で,最も多い間違いは繰り下がり計算を間違って−2.2とする答案が21%もあります.
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(8) 正答率は87%と高くなっていますが,符号の間違いで+8.5という考案が7%あります.
(9) この問題は正答率94%でよくできています.
(10) この問題は正答率92%でよくできています.
【まとめ】
符号付きの整数の和の計算において,「符号があることだけが単独の原因となって間違うこと」は多くなく,むしろ小学校段階の「繰り上がり計算」「繰り下がり計算」をあいまいなままに引きずっていて,これと符号付きの計算が組み合わされるときに間違うことが多い. 例
・(−27)+(−15)=−(27+15)のときに繰り上がり計算と組み合わされるが,繰り上がり計算がしっかりできないと,ここで間違う.
・(+5.9)+(−8.7)=−(8.7−5.9)のときに繰り下がり計算と組み合わされるが,繰り下がり計算をあいまいにしたままで中学生になると,ここで間違う.
整数部分と小数部分とを各々大きい方から引いてしまう. |
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