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41. (2008黑龙江哈尔滨)先化简,再求代数式的值,其中x=4sin45°-2cos60°

解:原式····································································· 2分

·················································· 2分

原式 

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40.(2008佛山).先化简÷,再求值(其中是满足-3 << 3的整数).

解:.  ………………………4分

(其中通分1分,除法变乘法1分,分子分母分解因式1分,化简1分)

在-3 < p < 3中的整数p是-2,-1,0,1,2, ……………………………………………………5分

根据题意,这里p仅能取-1,此时原式 = .…………………………………………………6分

(若取p = -2,0,1,2,代入求值,本步骤不得分;直接代-1计算正确给1分)

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39.(2008山东东营)先化简,再求值:

÷,其中. 

解:原式=  

=

=.   

时,

原式=

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38.(08厦门市)先化简,再求值,其中

解:原式················································································· 4分

························································································································· 6分

时,原式.································································································· 7分

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37.(08乌兰察布市)先化简,再求值,其中

解:

时,

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36.(08绵阳市)计算:

解:原式=

==

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35.(2008  河北)已知,求的值.

解:原式

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34..(2008  湖南  怀化)先化简,再求值:

解:

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33.(2008  四川  广安)先化简再求值:,其中

解:原式=

  =

  =

当x=5时,原式=

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32. (2008  重庆)先化简,再求值:

解:原式

时,原式

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