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2012高考英语单选题分类汇编 形容词

2012高考英语单选题分类汇编 形容词

2012高考英语单选题分类汇编形容词

【2012全国卷II】⒔ Next to biology, I like physics ___ .

A.better

B. best

C. the better

D. very well 【答案】B

【2012安徽】23. Interest is as to learning as the ability to understand ,even more so. A. vital B. available C. specific D. similar 【答案】A

【2012湖北】27. Can you tell the difference between the words "require" and "request"? I sometimes get puzzled by their meanings.

A. dramatic

B. regional

C. apparent

D. subtle 【答案】D

【2012湖北】28. Whether the buildings in this area should be pulled down has remained people are still looking for other possible solutions

A. unchallenged B relevant C. controversial D. contradictory 【答案】C

【2012全国】26. The result is not very important to us, but if we do win, then so much______.

A. the best

B. best

C. better

D. the better 【答案】D

【2012全国】29. This restaurant wasn't_ that other restaurant we went to.

A.half as good as

B. as half good as

C. as good as half

D. good as half as 【答案】【2012北京】28. Many people have donated that type of blood; however, the blood bank needs _____. A. some B. less C. much D. more 【答案】D

【2012福建】32. –Can you lend me the book Gone with the Wind? -- Sorry. I returned it to the library just now. Maybe it is still _____.

A. available

B. affordable

C. acceptable

D. valuable 【答案】A

【2012山东】33. Be _____ —you can’t expect me to finish all this work in so little time. A. reasonable B. confident C. creative D. grateful

【答案】

【2012天津】10. The secretary arranged a(n) ______ time and place for the applicants to have an interview. A. important B. spare C. public D. convenient 【2012浙江】10. The research lacks ______ evidence, and therefore, its conclusion are doubtful.

A. solid

B. fierce

C. severe

D. potential

数列历年高考真题分类汇编

专题六 数列 第十八讲 数列的综合应用 答案部分 2019年 1.解析:对于B ,令2 104x λ-+=,得12 λ=, 取112a = ,所以211 ,,1022n a a == ?? ?…, 10n n a a +->,{}n a 递增, 当4n … 时,11132122 n n n n a a a a +=+>+=,

所以54 65109 323232a a a a a a ?>???> ???? ?>??M ,所以6 10432a a ??> ???,所以107291064a > >故A 正确.故选A . 2.解析:(1)设数列{}n a 的公差为d ,由题意得 11124,333a d a d a d +=+=+, 解得10,2a d ==. 从而* 22,n a n n =-∈N . 由12,,n n n n n n S b S b S b +++++成等比数列得 () ()()2 12n n n n n n S b S b S b +++=++. 解得()2 121n n n n b S S S d ++= -. 所以2* ,n b n n n =+∈N . (2 )*n c n = ==∈N . 我们用数学归纳法证明. ①当n =1时,c 1=0<2,不等式成立; ②假设() *n k k =∈N 时不等式成立,即12h c c c +++

2015高考英语真题分类汇编

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历年高考数学试题分类汇编

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五年高考真题分类汇编(导数及其应用)

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