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【347239】《代数式的值》分层练习

时间:2025-03-05 20:05:19 作者: 字数:2009字
简介:

 <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a>








5.3 代数式的值

基础巩固

1.当a=-2b <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> 时,代数式a2b23的值是(  )

A <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> B <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a>

C <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> D <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a>

2.已知 <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> ,则 <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> 的值是(  )

A <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> B3 C <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> D <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a>

3.如图是一数值转换机,若输入的x为-5,则输出的结果为__________

 <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a>

4.已知a3b3,则8a3b的值是__________

5.邮购一种图书,每册书定价为a元,另加书价的10%作为邮费,购书n册,总计金额为y元,用代数式表示y;当a12n36时,求y的值.




能力提升

6 <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> 根据如图的程序,计算当输入x3时,输出的结果y__________.

 <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a>

7.若3a2a20,则52a6a2________.

8(1)a2b5时,分别求代数式a2b2和代数式(ab)(ab)的值;


(2)猜想这两个代数式有何关系?再任给ab取一个数值试一试,验证你的猜想.由此你可得出什么结论?





(3)根据上面的结论,简便计算100029992.

参考答案

1答案:A 点拨:a2b23(2)2 <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> .

2 <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a> 答案:B 点拨:xk,则y2k

 <a href="/tags/48/" title="练习" class="c1" target="_blank">练习</a> <a href="/tags/454/" title="代数" class="c1" target="_blank">代数</a> <a href="/tags/857/" title="代数式" class="c1" target="_blank">代数式</a>3.

3答案:21 点拨:(x2)×(3)(52)×(3)7×321.

4答案:5 点拨:8a3b8(a3b)835.

5解:y(110%)an1.1an()

a12n36时,y475.2()

6答案:2 点拨:由于x3

所以y=-x5=-352.

7答案:1 点拨:因为3a2a20

所以3a2a2.

所以a3a2=-2.

所以52a6a252(a3a2)52×(2)1.

8答案(1)a2b5a2b2=-21(ab)(ab)=-21

(2)a2b2(ab)( ab)验证略

(3)1 00029992(1 000999)(1 000999)1 999×11 999.







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