壹、前言
110學年度指定科目考試英文考科(簡稱「110指考英文」)非選擇題之題型配分與過去一致,分為中譯英及英文作文兩大題,共占總分28分。第一大題中譯英的試題以「全球暖化與氣候變遷」為主題,有兩小題,每小題4分,占8分;第二大題英文作文為引導式寫作的主題寫作,內容關於「大學以英語講授課程」,考生依據題目提示,寫一篇至少120個單詞(words)的作文,滿分20分。
以下提供110指考英文非選擇題的參考答案、評分標準說明及考生作答情形,係依據「110指考螢幕閱卷英文考科評分標準訂定會議」紀錄彙整而成。
貳、評分標準說明、參考答案、考生作答情形
一、中譯英
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)
(一)評分標準說明
本題型評量考生是否具備將中文句子譯成正確、通順、達意英文的能力,試題之英譯文句所使用的英文句型乃屬高中階段之常用基本句型(例如:…wonder whether…or not、No matter what…),詞彙亦為高中常用字詞(例如:破紀錄的 record-breaking、全球暖化global warming、有關 (be) related to、氣候專家climate experts、預告predict/forecast、新的常態the new normal/norm)。試題之參考答案及評分原則,請見以下說明。
(二)參考答案
第1小題
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)
第2小題
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)
Ø 評分原則
-
本大題總分8分,每小題滿分4分。
-
每個錯誤扣0.5分,各部分獨立,扣完為止。
-
相同拼字或相同文法錯誤,只扣一次。
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句首未大寫或標點符號不妥,各扣0.5分,只扣一次。
(三)考生作答情形
今年中譯英題目內容與全球暖化及氣候變遷有關,第1小題需使用whether子句,第2小題需使用No matter what S+V的句型,觀察部分考生作答情形發現,程度佳的考生,多能靈活運用高中階段所學過的詞彙及句型作答,是否注意用字、拼字的正確性,為得高分的關鍵。而程度欠佳的考生,在用字、拼字及句型的使用上,仍有掌握不足的地方。以下舉出幾個考生較常犯的錯誤,提供參考:
1. 拼字錯誤:部分考生無法正確拼寫第1小題curious、record、temperature、global、warming等字;第2小題abnormal,有部分考生誤用字首拼為unnormal或innormal。
2. 用字錯誤:部分考生將第1小題中的「今年年初」譯為in this early year、in the begin of this year;第2小題「新的常態」,有部分考生譯為the new common sight、the new daily life等。
3. 文法錯誤:部分考生對名詞單複數、主詞動詞一致性、或主要子句與從屬子句時態的對應未能正確掌握。另外,第一小題「好奇…是否…」,部分考生寫成…curious that whether...;第二小題前半句「不論答案為何」,部分考生寫成No matter what is the answer,…,未能掌握句型的正確用法,實為可惜。
二、英文作文
(一)評分標準說明
本大題評量考生是否能依據題目提示,運用所學詞彙、句法,寫出切合主題,並具有一致性與連貫性短文的能力。今年英文作文主題為「近年來,很多大學鼓勵教授以英語講授專業課程,說明你對這個現象的看法。」文分兩段,依作答提示第一段說明「你是否認同這個趨勢並陳述理由」;第二段說明「如果你未來就讀的大學必修課是以英語授課,你將會如何因應或規劃」,英文作文評分重點仍在於內容是否達到題目的要求(如第一段是否敘明採取立場之理由;第二段是否陳述因應或規劃之道)、是否提供充分、具體之闡述、句構語法及用字是否適切,以及拼字與標點符號是否使用得當。「說明充分」以及「語言能力」表現佳應是考生得分之重要元素。
本大題採整體式評分,分為五等級:特優(19–20分)、優(15–18分)、可(10–14分)、差(5–9分)、劣(0–4分)。閱卷委員於閱讀完考生作文後,決定一個分數,並須檢測此分數是否符合各分項評分標準(詳見下表)。另外,寫多段,不扣分。未分段,扣1分。若考生的作文字數明顯不足,會被扣1分,此時文章若也未分段,則將不會被重複扣分。
![](https://www.ceec.edu.tw/files/file_pool/1/0L259345810884929254/02-110%E5%AD%B8%E5%B9%B4%E5%BA%A6%E6%8C%87%E8%80%83%E9%9D%9E%E9%81%B8%E6%93%87%E9%A1%8C%E8%A9%95%E5%88%86%E6%A8%99%E6%BA%96%E8%AA%AA%E6%98%8E%EF%BC%8D%E3%80%90%E8%8B%B1%E6%96%87%E3%80%910818_%E9%A0%81%E9%9D%A2_4%20%282%29.jpg)
(二)考生作答情形
今年英文作文主題關於「大學以英文講授課程」,貼近考生實際生活範疇,多數考生皆能針對主題發揮,在第一段表達自己的立場、陳述認同或不認同的理由,並在第二段具體說明自己的因應之道,拿分的關鍵在於寫作任務是否充分完成、論述是否完整、用字是否得當、文句結構是否有變化。
參、結語
藉由本文的說明,期使各界更了解110指考英文非選擇題的評分標準、參考答案及考生作答情形,也希望能作為高中老師教學及學生練習的參考。依循往例,本中心於考後酌選考生英文作文佳作提供各界參考,本年度指考英文之引導寫作佳作將於110年9月30日刊登於本中心網站。