沉梦刷课网课代学QQ:14597532021知到答案 汽车维护技术-2019秋冬-校内版 完整智慧树网课章节测试答案沉梦网课

沉梦刷课网课代学QQ:1459753

第一章 单元测试

1、判断题:
诊断参数是供诊断用的的,表征汽车、总成及机构技术状况的量。

选项:
A:对
B:错
答案: 【

2、判断题:
驱动轮输出功率、制动力、滑行距离是伴随过程参数。

选项:
A:对
B:错
答案: 【

3、判断题:
汽车使用过程中,诊断参数的变化规律与汽车技术状况变化规律之间有一定关系。

选项:
A:错
B:对
答案: 【

4、判断题:
汽车检测站是综合运用现代检测技术,对汽车实施不解体检测、诊断的机构。

选项:
A:对
B:错
答案: 【

5、判断题:
安全环保检测线要求配备发动机综合性能检测仪。

选项:
A:错
B:对
答案: 【

6、判断题:
车辆二级维护前不需要进行检测诊断和技术评定。

选项:
A:错
B:对
答案: 【

7、判断题:

可利用速度台或底盘测功机检测车速表示值误差。
选项:
A:错
B:对
答案: 【

8、判断题:
汽车最佳诊断周期是保证车辆完好率最高而消耗费用最少的诊断周期。

选项:
A:错
B:对
答案: 【

9、判断题:
考虑获得诊断参数的经济性的因素就不必考虑获得参数的测量条件和测量方法

选项:
A:错
B:对
答案: 【

10、单选题:
国产汽车的二级维护周期在范围。

选项:
A:100000-150000km
B:1000-1500km
C:15000-25000km
D:10000-15000km
答案: 【10000-15000km

第二章 单元测试

1、单选题:
家用轿车的轮胎气压一般为( )。
选项:
A: 

0.7MPa以上

B: 

0.2~0.5MPa

C: 

0.2MPa以下

D: 

0.5~0.7MPa

答案: 【 

0.2~0.5MPa

2、单选题:
汽车走合期里程一般为( )。
选项:
A: 

1000-1500km

B: 

3000-3500km

C: 

500-1000km

D: 

2000-2500km

答案: 【 

1000-1500km

3、多选题:
汽车走合期的特点主要有( )。
选项:
A:汽车故障率低 

B: 

易变质

C: 

零件磨损严重,耗油量大

D: 

汽车故障率高

答案: 【 

易变质

零件磨损严重,耗油量大

汽车故障率高

4、单选题:
一般来说,走合期间发动机转速应控制在 以内。
选项:
A: 

1500 r/min

B: 

2000r/min

C: 

3000r/min

D: 

4000r/min

答案: 【 

3000r/min

5、单选题:
发动机机油液位应当位于( )。 



选项:
A: 

上、下刻度线中间偏上

B: 

下刻度线处

C: 

上刻度线处

D: 

以上都可以

答案: 【 

上、下刻度线中间偏上

6、单选题:

以下图片中哪个是制动液?
选项:
A: <img src="data:image/png;base64,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
B: <img src="data:image/png;base64,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
C: <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEoAAAA5CAYAAACRZr0eAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABDPSURBVHhe1VtbcxvHlT64Dy4EiAsJgBQlipYtKaYTS3LVOpvN5SFVScovqcpvSH5YqhJ7q/Kyecg+7Np5sMuxtyw5tuXIsSRL4kUESJC4AzMDDJDv65kGIYoXyRhVeT+pOT0zPX35+pzT5/QMArdu3RoHA0EJBAIyHo9FAfkADtPnOHHzp+GMck+0ATDHdo4DyxIsf/S5M4Hyuv98duQ9q+qcrm+qnL4//cx4NJJ8IS/nz5+XwNt/+OP4+69fk3AoNHlAQ1UM8Kqbmw1H69cY4fIInRohM/KuEUGmYAApKDg8N3T/T8JZ47JsWyzLlDfeuCGB/3znnfHr125ICERNmH5BYN0kwx6OxLQcafds2W+asrXXlep+X3p9R0yShS6QpBj+JBNhKebisrSQlELGkHQyKgZuRMMhRSJxFiHfFjaI6vd7cv36NQm88/bb42vX30CjJMor4SM0Mbv1vty+fyD1liOd3li6fUjQOCBhtIsDZhb/0AF2YXrClAog8bozHuE4krgRkLlkUHLpkFy5kJFyPinRKKXOrcMvkKherys3blx3JeoHr1+XcDjs3fYP3f5A/nqzIhsVWzr9scTCEaVGfoHqag5sSRgiF8ox+dn1kswlIr6RNU1U8EWq2nsg6e6GI44TlXg0diZJSpqOpNPA+hIxA0Y3Jvc3HfnrJxW09WLGA2k9qzvfDtt7Hfn6kaUWieOgiaC6hDDgSAh2JxKSeCwMG+SmCOwQ77GMVqvjesvrIajw/S1LHlXb3lV/oabYb7Jolz78vAaDG/OuuG0wTYgBCcl4VIqwL2srGVkppyWfjUsSxjqRiMpcKiYL+YS6P5eM4RnPfuGoydN16vrDYUM+vn2g7Jpf0PW/ENXbOejJ4z1H5fVg1CCROOBsOiZLiymJx8PS6JiQvLrc22zIDla/OlbBZsuUg0ZfHu92ZKfWwepoycAZSdcaSL2LJXvooE63vmnwfKfmyHa1417wEZiYo83NBvJ+66sDZMKHs4Ej7UkqHpGV0pwMIXEPd1pSAxmQDVlIY/kvpFQqQYJKuSRcgoRazRazCcmmDEhfBPYoglUyoMiqdWwlOfQQWL9GKBiRj7/c993N8V2imh1LNrHK0S8j6OtQihagVnOpqCKo0x1g8JCqfApExCUzF4NtCkEdg0qtqF46WiAJtF1pqGMRBC6TzPk4CBPZbVuQMke1oVQR7fH5x5CqOqTST/i3Vnu487ApfQuDRJ4DCMNIlwoJsR2oBFQpZXDACfhAhjLcLONO1aFUaOg5pM2DtskQ/lgUDBUykMBcSnIgr20OpAEJU+SSZJR3nJB8dq/uPuwTfCWKA7u72RUjQn/JlaQiDHIb/lSjaakB5ucN+D0uQc8L8jbE8j8YOHA3QlKEWi7C3plgsQkvnxpIsrjSblRg10DsrNAa5ytRDahCvTlSJFBtKDldzHgb9mQB6jIPFaN6qRHNAIY4JsiCzy55kL84Z4hpO9LChIAnpX711kjq6M+smLKzs3V6Gp8jRAkEXM+YMRlql0bLUoNJwyZRDXlPtcgjMvp8kveOvOie63TkHP8Gw7FyMFl/AapMe9UfuBMVRD++8FH9fDXmW1ULhjesCKFPxOV9HgTRD9K2iM2pFpFRTeNPDHFaJBxQx3DI2+rALQa/qArH0OT60WRBsgZQPS4O6XgIK6KlVsMI1G9nfyAOxc8H+CZRpjWET4SgFdUVYIcO4A8ZsCMZkMRBnoT0XFSuvpwV0+nLUjEul1bTsEOOsmXrl7NijUxZXUnJa5dzirSnAB6odpyILNqKoAOuCgak2YaEoV9+wDeJelBB6DAOqWU6bkSkBTeB6hcFWUdp0ufRSBADGcg7//O5cjg/vbMrf/nwnxI1xrhuy5/e/YfsNyz54NamvPvJPQmGYMiHxw+8Zw6xSEQkg5WwC3IcjMseBmRrt+uVmA2+GfNKzYQ0wReCz9NomxJDiEJX4DhZ0lNzfnlOGmZLMkZKXl4qQvoScnGxKD987Rx8pKaUMllZzCC0mZuTlUJBbqwvyDfVPe/pJzGE5840B6KikCa6DfFIDKtfzysxG3whijah3YX4w0mMgSjOLj3pMFe4U0ASK/UOnnG9eKotVeb2vZpUa11l7yYYBxQR9nDgXXgaVMEYJDgB/0yrY7Mzm+ppjfOHKBjMdnckYxpOVOxgQIz+z8LD7ZbkjDQkKS4hGPMmpGBjvyuf3q/LKBiXarsP24XBw5hz4J98sScr+bz39NMgkRxYEm3TiHMCu73RTAZd23BfjDkdO9PGKoQ8/Rt3d+DpOWBLSmooPZjtAZb2vhOUmw/35S83H8n7X27L7YdV2arVkRoq//6dbXn3iy25vV2XDtpYyKURHrlhjiuFh4kgWUY0rJxdE/2yIVCWDwbdF2Nuw3cZeU6whZlnbEaxPwrd0nDkyDe7bfnfz7bk7/crEhgNZH05Iz++UpKfvboiv33r+/KT9aL826WS/BDpcimNhwby2TcV+fhuRfa6Jgw763/aXWBfqPIMnuk6UGn66jgb/JEozKIDG8Kj6qjnWB6H3mAoH9ypypeQlvN5Q350pSzX10oIdjMIfA1IQwSuRV/ubtdQj7sgLKSTcnmpINdXF6UI7/6rzV259WBPdhpNr9ZDUO0pTewDVW6Mftn27KGMLxJFG8VEteMLAErTSfRzJ5MzPZ+IyKVyDk6ioVR1GiTrleVFBMCHdo7EJ2IIqDMptaJW602JhyPe3UNwNIz3SJbewPNje9gXY06QGNoc2s3TZDQKoq6tFWSvPZTNWksNzBpwJfMGBR1Oqg29DtR4oNSJ6Nu2uve43pLdlillxI50J44Dn9F9OK0vzwNfiNLGlInj0jN5HGjLivC618rzcntjXx7t1uVv/9xSYQgJ+/jrLbl5p4JAeiy3oWK1dlcR9PeHFfnH1p482G1JJDiWl0sFr8bj4U6YGzadYAWeCXqifCEqAsPKfToIixrUCJJ1Cle4L/K9lSx8HkM+uV+TCsIdkvXhV9uyXTfl5r0qjj1ct+SzRzX56N5jFcNt7Peki2XsUnFebeUcB66onCj2g+pHrWYM+W2hba0vxpyrXAizTGeTLzuZaLOOgi3p5mJUwZcKqiPrKznldNK2vHY+qwbZ7Fkw4PNQsSRiOAMSNM81DrYtLBcWsuq54xL7wg0+7ltxk48vTOkuzAplzGc16Ax60T+EDCHYKQc+1UD5Vrpe9ZftuAd1JJGLWMEun8vLTr0vl0pZKWcTstukqnEGg1JpMO+gXBwqaKlBv1LKKUJ0v59Mbl8srKxcgdkfSjp3H74tWC/hi+pxlYvH3S0SDqIP9bDR2bMATuVVqOA4EJb3vtyAHaqq5f3KhXlZzidg+APyYK8hH3y9DQPel3PZOOK+pPf003DdgpC7YwDJpUkwYu7rrVnhD1EgJxV3Zy0OMWf0zp3Nk4z6tLJTOVbyUXmpmJZf/GBNfrq+Kr/56WV5CU7mm6+syM/X1+TahQVZycXl6rmimoiToNQORPcY8yFP7z2FCTzlkWeGL0SxIwmDQasDvygKf2ok7d5AfbGiRXca01d4/1IxL69fLKuYjyr3/qebstfoK1KScDhpk65dXEZYdLKt4WQxIOYEkShut1A6U4nZhqgnxieiAlKYjyIzxmrk7iC0+rb6rOdZAtIwP+EBQS7GWP5jci6f885dnCZJBDcJ6VjyJQPjTNonE+5GGSo8C3y1UcTyQgq1ujFVLhVTs9roWOqLFrWr8MyAnePfM4iZBm0TJ6cJF4Jqz/1zIhgYSbkwG1Eayj14nk6dBO5mRsIgBHXRTvGF5QGIOoAX3YcK8rpLAKlwMyo/fX3qGi/qvk1fP5q4k5BCWy2o+kHXVht3cUgoK0jCPs2y4hFsg/DFPdBIp4JY9ulDjSQH4tjIHoiqNXvS84w7m1Kt6TyP7qmb9468qPs2fX2S8A+CpFSuA3Xbw6rIMWVBlHY44X6p2HIWsC3CN9UjKZkU/CiEIqyb53z1PYDa7cIw8zuDvjmcNDwr6IrQeHMCdpt9sWG4i5m4UkM2oQx5MqhcFz/gG1HE2nJKrXycUSbOJoNXC52uNnrq88Q21GOE82m6ThqKJ/UT8JSJLyXoG/E7hyomgBt0y3BW2Z4rbW6gvbY8x8d8ga9ElXIwnAHXJaABJ1kMI1bySXQ+IDsg6/F+Vy39lC6qKHGSjOFxBRJGwQhBirgpZ8KhJfE7qIfLx7lcckIS1w3WG4a9XEDwPSsmNkr99QlxI6zsguqs6jQSTqgOS5hxZeAhUdv7HXlc6yjCKGH2AFKIcpowt2suQXyWneXrJ/pIuwiWt0H2QcdWPtuS+rLFDYTxX9XDPL/r5GdGs8J3G0VQHXLpiNdZNAKB0Z3n4HPJmCxD6rhSVWHktzBgklZB2gMB/FSHSzz9L3481kb+AEZ6j9KDMiSIe1EMnlkP3RDaILalJ0VJFdqdh70MhzXls8M390BjacFQm2wUD84FiVJHL3GXYCmblIuLc5Aw+Fvw4nealmwedGUDUrax56Uaz7uydQCSmib8spGSyFU8twxVM1DPYf0kyN17Yho6Q8lnI2riZsVE9ZQ9YWs+YaUIiQk6anmeJBjvyRHGnscQOsDt4BUMehXOKo0+X4mnoL78bopHfk9Qmk+o+7Rz8yCKz03qm9T55DmcA7lQPDl4fh68ENUjMqmoCkS1Kuj3a9p2MPGaTvzHwVNC0rApJCsPgnjkuQGPm/dZTtXF53R9TF6d0+ecqHLBH6I0fCeKvk027f6uhp12bcbhIJn4bwQDNj04puky09f1OeviywuuqJSew7LuzOv28vORY98rzgLfiWIUXy7ExPY+ptCv1bn9wc009UoLfg
D: <img src="data:image/png;base64,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
答案: 【 <img src="data:image/png;base64,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

7、单选题:
当蓄电池电眼呈( )色时,表示蓄电池需要充电。 



选项:
A: 

B: 

C: 

D: 

绿

答案: 【 

8、判断题:

夏天给轮胎充气时,建议充气压力比标准值高一些( )。 
选项:
A:错
B:对
答案: 【

9、单选题:
当气温降至( )时就应该更换为防冻型玻璃清洗液。 



选项:
A: 

0

B: 

-10

C: 

10

D: 

20

答案: 【 

0

10、单选题:
万用表可以检测蓄电池的( )。
选项:
A: 

启动电流

B: 

静态电压

C: 

启动电压

D: 

充电电压

答案: 【 

静态电压

沉梦刷课网课代学QQ:1459753

© 版权声明
THE END
喜欢就支持一下吧
点赞0
分享
相关推荐