【題目】用所給單詞的正確形式填空

1If I _______passthe exam, I ________geta new bike.

2Tom________goto school at 7:20 in the morning.

3I am ________luckI have so many good teachers.

4My hobbies are _______climband _______listento CDs.

5What do you usually do on _______weekday.

6The students enjoyed _______theylast week.

7If Tom _______passthe exam, he ______goto London.

8After school ______activitysuch as sports clubs and language societies are popular.

9Some people learn ________Germanyinstead of French.

10I like reading history books by _______Iafter class.

【答案】

1pass will get

2goes

3lucky

4climbing listening

5weekdays

6themselves

7passes will go

8activities

9German

10myself

【解析】

1句意:如果我通過考試,我將會(huì)得到一個(gè)新的自行車。

考查條件狀語從句。if引導(dǎo)條件狀語從句,遵循主將從現(xiàn)的原則,if引導(dǎo)的是從句,后面是主句。從句用一般現(xiàn)在時(shí),主語是I,動(dòng)詞用原形;主句一般將來時(shí)will do。故答案為pass /will get

2句意:Tom早上7點(diǎn)20去上學(xué)。

考查動(dòng)詞以及一般現(xiàn)在時(shí)的用法。本句陳述了一個(gè)事實(shí),時(shí)間狀語是in the morning,用一般現(xiàn)在時(shí),主語Tom是第三人稱單數(shù),謂語動(dòng)詞變?nèi)龁危糠謫卧~例如goo結(jié)尾的單詞,后面加es。故答案為goes。

3句意:我很幸運(yùn)我有這么多好老師。

考查形容詞用法。本句是主系表結(jié)構(gòu),系動(dòng)詞am后面加形容詞做表語。luck是名詞,加y變成形容詞。故答案為lucky

4句意:我的愛好是攀爬和聽CD光盤。

考查動(dòng)名詞用法。本句是主系表結(jié)構(gòu),系動(dòng)詞are后面的動(dòng)詞加ing變成動(dòng)名詞,做表語。故答案為climbing/listening。

5句意:你在平日經(jīng)常做什么?

考查名詞用法。weekday“平日”,單數(shù)可數(shù)名詞不單獨(dú)使用,且平日包含多天,要變?yōu)閺?fù)數(shù)。故答案為weekdays。

6句意:上周,學(xué)生們玩得很愉快。

考查代詞以及固定搭配用法。enjoy oneself “玩得愉快”,they要變成反身代詞的形式。故答案為themselves。

7句意:如果Tom通過考試,他將去倫敦。

考查條件狀語從句。if引導(dǎo)條件狀語從句,遵循主將從現(xiàn)的原則,if引導(dǎo)的是從句,后面是主句。從句用一般現(xiàn)在時(shí),主語是Tom第三人稱單數(shù),動(dòng)詞passs結(jié)尾,動(dòng)詞加es變成三單形式;主句一般將來時(shí)will do。故答案為passes /will go

8句意:課后活動(dòng)像體育運(yùn)動(dòng)社團(tuán)和語言協(xié)會(huì)是非常受歡迎的。

考查名詞用法。學(xué);顒(dòng)根據(jù)后面的舉例和謂語動(dòng)詞are,可知是復(fù)數(shù)形式。activity是以輔音字母加y結(jié)尾,所以復(fù)數(shù)變化,把yies。故答案為activities

9句意:一些人學(xué)德語而不是法語。

考查名詞用法。Germany“德國”,語言是German,語言是不可數(shù)名詞,不用加復(fù)數(shù)。故答案為German。

10句意:我喜歡課后自己一個(gè)人讀歷史書。

考查代詞以及固定搭配用法。 by oneself“獨(dú)自;靠自己”。 I反身代詞為myself。故答案為myself。

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