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【331122】7.3.2 解复杂的一元一次不等式组

时间:2025-01-21 13:38:57 作者: 字数:1304字
简介:

7.3.2 解复杂的一元一次不等式组


一、选择:


1.不等式组 <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> 的解集在数轴上表示为( )

 <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a>  <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a>

2.一元一次不等式组 <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> 的解集中,整数解的个数是( )

A.4 B.5 C.6 D.7

3.若不等式组 <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> 的解集为0x1,则a的值为( )

A.1 B.2 C.3 D.4

4.若关于x的一元一次不等式组 <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> 有解,则m的取值范围为( )

A.m- <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> B.m≤ <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> C.m <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> D.m≤- <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a>

二、填空

5.不等式组 <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> 的解集是__________.

6.不等式组 <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> 的最小整数解是__________.

7.同时满足不等式 <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> >x-1x+3(x-1)<1x的取值范围是__________.

8若不等式组 <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> 的解集为3≤x≤4,则不等式ax+b0的解集为__________.





三、解答题:

9.已知关于x的方程5x-m=3x-6m+1的解x满足 -3<x <a href="/tags/165/" title="等式" class="c1" target="_blank">等式</a> <a href="/tags/222/" title="复杂" class="c1" target="_blank">复杂</a> <a href="/tags/844/" title="不等式" class="c1" target="_blank">不等式</a> 2,m的整数值











10.某软件公司开发出一种图书管理软件,前期投入的开发广告宣传费用共50000元,而且每售出一套软件,软件公司还需支付安装调试费用200元。如果每套定价700元,那么软件公司至少要售出多少套软件才能确保不亏本?