1/5单选题
难度：
1.
一架长10米的梯子，斜立在以竖直的墙上，这时梯足距墙底端6米，如果梯子的顶端沿墙下滑2米，那么梯足将滑（ ）米
| A | 2 |
| B | 1 |
| C | 0.75 |
| D | 0.5 |
- 提示1：
- PHA+5qC55o2u5p2h5Lu25L2c5Ye656S65oSP5Zu+77yM5qC55o2u5Yu+6IKh5a6a55CG5rGC6KejPC9wPg==
正确答案：QQ==
PGRpdj48aW1nIHNyYz0iaHR0cHM6Ly9wMi5xaW5nZ3VvLmNvbS9HMS9NMDAvMDAvQjEvckJBQ0ZGTU1jUkx6SXpkSEFBQXVQRVducndVMzgwLnBuZyIgZGF0YS1ja2Utc2F2ZWQtc3JjPSJodHRwczovL3AyLnFpbmdndW8uY29tL0cxL00wMC8wMC9CMS9yQkFDRkZNTWNSTHpJemRIQUFBdVBFV25yd1UzODAucG5nIiBhbHQ9IiIgc3R5bGU9IndpZHRoOiA0NzdweDsgaGVpZ2h0OiAyNThweDsiPjwvZGl2Pg==
2/5单选题
难度：
2.
一个圆桶底面直径为24cm，高32cm，则桶内所能容下的最长木棒为（ ）
| A | 20cm |
| B | 50cm |
| C | 40cm |
| D | 45cm |
- 提示1：
- PHA+5qC55o2u5bi46K+G77yM5pac552A5pS+77yM5qG25YaF6IO95a655LiL5pyo5qOS55qE6ZW/5bqm5bCx6ZW/PC9wPg==
正确答案：Qw==
PGRpdj48aW1nIHNyYz0iaHR0cHM6Ly9wMi5xaW5nZ3VvLmNvbS9HMS9NMDAvMDAvQUUvckJBQ0ZGTU1jS0xoZ2lMaEFBQWlHRUUxc21rNjIyLnBuZyIgZGF0YS1ja2Utc2F2ZWQtc3JjPSJodHRwczovL3AyLnFpbmdndW8uY29tL0cxL00wMC8wMC9BRS9yQkFDRkZNTWNLTGhnaUxoQUFBaUdFRTFzbWs2MjIucG5nIiBhbHQ9IiIgc3R5bGU9IndpZHRoOiAzNDZweDsgaGVpZ2h0OiAyNTdweDsiPjwvZGl2Pg==
3/5单选题
难度：
3.
如图，在高2米，坡角为30°的楼梯表面铺地毯，地毯的长至少需（ ）米
| A | 4 |
| B |
|
| C |
|
| D | 3 |
- 提示1：
- PHA+5Zyw5q+v5rC05bmz55qE6YOo5YiG55qE5ZKM5piv5rC05bmz6L6577yM56uW55u055qE6YOo5YiG55qE5ZKM5piv56uW55u06L6577yM5Zug5q2k5qC55o2u5Yu+6IKh5a6a55CG5rGC5Ye655u06KeS5LiJ6KeS5b2i5Lik55u06KeS6L655Y2z5Y+vPC9wPg==
正确答案：Qw==
PGRpdj48aW1nIHNyYz0iaHR0cHM6Ly9wMi5xaW5nZ3VvLmNvbS9HMS9NMDAvMjMvOTgvckJBQ0UxTU1ieWJUWEwyWkFBQVBZRWZTTEQwNjc2LnBuZyIgZGF0YS1ja2Utc2F2ZWQtc3JjPSJodHRwczovL3AyLnFpbmdndW8uY29tL0cxL00wMC8yMy85OC9yQkFDRTFNTWJ5YlRYTDJaQUFBUFlFZlNMRDA2NzYucG5nIiBhbHQ9IiIgc3R5bGU9IndpZHRoOiA1NDBweDsgaGVpZ2h0OiA1NXB4OyI+PC9kaXY+
4/5单选题
难度：
4.
如图，长方体的长为15，宽为10，高为20，点B离点C的距离为5，一只蚂蚁如果要沿着长方体的表面从点A爬到点B，需要爬行的最短距离是（ ）
| A |
|
| B | 25 |
| C |
|
| D |
|
- 提示1：
- PHA+6KaB5rGC6JqC6JqB54is6KGM55qE5pyA55+t6Led56a777yM6ZyA5bCG6ZW/5pa55L2T55qE5L6n6Z2i5bGV5byA77yM6L+b6ICM5qC55o2u4oCc5Lik54K55LmL6Ze057q/5q615pyA55+t4oCd5b6X5Ye657uT5p6cPC9wPg==
- 提示2：
- PHA+QuWIsEHkvqfpnaLlsZXlvIDmnInkuKTnp43mg4XlhrU8L3A+
正确答案：Qg==
PGRpdj48aW1nIHNyYz0iaHR0cHM6Ly9wMi5xaW5nZ3VvLmNvbS9HMS9NMDAvMjMvOUMvckJBQ0UxTU1jQmpTTmZYSUFBQXY3RC1VNmtrMzUzLnBuZyIgZGF0YS1ja2Utc2F2ZWQtc3JjPSJodHRwczovL3AyLnFpbmdndW8uY29tL0cxL00wMC8yMy85Qy9yQkFDRTFNTWNCalNOZlhJQUFBdjdELVU2a2szNTMucG5nIiBhbHQ9IiIgc3R5bGU9IndpZHRoOiA1NzNweDsgaGVpZ2h0OiAyODRweDsiPjwvZGl2Pg==
5/5单选题
难度：
5.
在甲村至乙村的公路有一块山地正在开发. 现有一C处需要爆破. 已知点C与公路上的停靠站A的距离为300米，与公路上的另一停靠站B的距离为400米，且 CA⊥CB，如图所示. 为了安全起见，爆破点C周围半径250米范围内不得进入，问在进行爆破时，公路AB段是否有危险，是否需要暂时封锁？（ ）
| A | 有危险，需要暂时封锁 |
| B | 没有危险，不需要暂时封锁 |
- 提示1：
- PHA+6ZyA6KaB5Yik5pat54K5Q+WIsEFC55qE6Led56a75piv5ZCm5bCP5LqOMjUw57Gz77yM5aaC5p6c5bCP5LqO5YiZ5pyJ5Y2x6Zmp77yM5aSn5LqO5YiZ5rKh5pyJ5Y2x6ZmpPC9wPg==
- 提示2：
- PHA+6L+HQ+S9nENE4oqlQULkuo5E77yM5qC55o2u5Yu+6IKh5a6a55CG5rGC5Ye6QULvvIzliKnnlKjpnaLnp6/ms5XmsYLlh7pDRDwvcD4=
正确答案：QQ==
<div><p align="left">解：如图，过C作CD⊥AB于D，<br>∵BC=400米，AC=300米，∠ACB=90°，<br>∴根据勾股定理得AB=500米，</p><p align="left">∵ <span class="mathquill-rendered-math" style="font-size:20px;"><span class="textarea"><textarea data-cke-editable="1" contenteditable="false"></textarea></span><span class="fraction non-leaf" mathquill-command-id="4"><span class="numerator" mathquill-block-id="5"><span mathquill-command-id="9">1</span></span><span class="denominator" mathquill-block-id="6"><span mathquill-command-id="8">2</span></span><span style="display:inline-block;width:0">&nbsp;</span></span><span mathquill-command-id="24">BC</span><span mathquill-command-id="12">×</span><span mathquill-command-id="13">AC</span><span class="binary-operator" mathquill-command-id="14">=</span><span class="fraction non-leaf" mathquill-command-id="15"><span class="numerator" mathquill-block-id="16"><span mathquill-command-id="20">1</span></span><span class="denominator" mathquill-block-id="17"><span mathquill-command-id="19">2</span></span><span style="display:inline-block;width:0">&nbsp;</span></span><span mathquill-command-id="21">AB</span><span mathquill-command-id="22">×</span><span mathquill-command-id="23">CD</span></span><span>&nbsp;</span>&nbsp;∴ CD=240米</p><p align="left">∵240米＜250米，故有危险，因此AB段公路需要暂时封锁</p><p align="left"><img src="data:image/png;base64,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" data-cke-saved-src="data:image/png;base64,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" alt=""></p></div>