某同学用温度计测量液体温度的实验步骤:A.估计被测物液体的温度;B.取出温度计;C.观察温度计的量程及分度值;选择适当的温度计;D.让温度计玻璃泡与被测液体充分
题型:张家港市模拟难度:来源:
某同学用温度计测量液体温度的实验步骤: A.估计被测物液体的温度; B.取出温度计; C.观察温度计的量程及分度值;选择适当的温度计; D.让温度计玻璃泡与被测液体充分接触; E.读出温度计的示数,并记录. 则实验步骤正确的顺序应是______. |
答案
用温度计测量液体的温度时,应该先估计被测液体的温度(A),再观察温度计的测量范围及最小刻度,选择适当的温度计(C),再让温度计液泡浸没在被测液体中(D),再读出温度计的示数并记录(E),最后取出温度计(B). 故答案为:ACDEB |
举一反三
如图所示是用温度计测量某种液体温度的示意图,其中正确的是( )A.
![魔方格](http://img.shitiku.com.cn/uploads/allimg/20200311/20200311011718-31552.png)
| B.
![魔方格](http://img.shitiku.com.cn/uploads/allimg/20200311/20200311011719-76655.png)
| C.
![](data:image/png;base64,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)
| D.
![魔方格](http://img.shitiku.com.cn/uploads/allimg/20200311/20200311011719-26695.png)
| 测量液体的温度时,下列温度计的放置方法正确的是( )A.
![魔方格](http://img.shitiku.com.cn/uploads/allimg/20200311/20200311011712-32119.png)
| B.
![魔方格](http://img.shitiku.com.cn/uploads/allimg/20200311/20200311011713-68302.png)
| C.
![魔方格](http://img.shitiku.com.cn/uploads/allimg/20200311/20200311011714-92481.png)
| D.
![魔方格](http://img.shitiku.com.cn/uploads/allimg/20200311/20200311011714-42041.png)
| 在1个标准大气压下,水的沸点是100℃,气压越高,沸点也越高.小敏在实验室观察水的汽化现象时,发现水沸腾后,温度计内液面稳定在如图所示的位置,该温度计的示数为______℃,由此可以知道:小敏所在区域的大气压强______(填“高于”、“等于”或“低于”)1个标准大气压.![魔方格](http://img.shitiku.com.cn/uploads/allimg/20200311/20200311011710-24944.png) | 体温计的测量范围是______℃,体温计能准确到______℃,常用温度计能准确到______℃. | 使用温度计前,要先观察它的______,并认清它的______;在用温度计测量液体的温度时,要使温度计的______全部浸入被测液体中. |
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