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「如何使用引導式提問(prompt)以國語科為例」目錄
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隨文識詞、字詞識寫
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如何使用引導式提問(prompt)以國語科為例 =======================
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理解內容
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記住這兩首詩 第一首 空山不見人,但聞人語響。返景入深林,復照青苔上。 第二首 人閑桂花落,夜靜春山空。月出驚山鳥,時鳴春澗中。 分析、理解並記憶。說明對象是7-10歲的兒童,回答內容在100字左右。 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) **提取課文訊息,分析描寫對象。** 這兩首詩的描寫對象是什麼? ![img](data:image/png;base64,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) **提取課文訊息,分析時間變化。** 從第()首詩的哪幾句能察覺到時間的變化? ![img](data:image/png;base64,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) **提取課文訊息,分析聲音變化。** 第()首詩藉由哪些聲音來凸顯出山的空蕩寂靜? ![img](data:image/png;base64,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) **提取課文訊息,分析特定特徵,並條列出不同之處。** 把這兩首詩的不同點整理成3點,製成表格。 ![img](data:image/png;base64,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)
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