课程名称:工程计量与计价实务
发布教师:申启飞
作业来源:第十一单元 超高增加费及其它章节
作业满分:100.0分
发布时间:2025-07-03
作业要求:请在规定时间内独立完成作业。
单选题
1. 1.屋面卷材防水清单工程量计算正确的是( )。 (分值:2.0分)
A. 平屋顶按水平投影面积计算
B. 扣除房上烟囱、风道所占面积
C. 女儿墙、伸缩缝的弯起部分不另增加
D. 平屋顶找坡按斜面积计算
2. 计算墙体工程量,不扣除单个面积( )以内的孔洞所占体积。 (分值:2.0分)
A. 0.3 m2
B. 0.2 m2< 广东开放大学 /p>
C. 0.03 m2
D. 0.5 m2
3. 砖基础与砖墙(身)划分应以设计室内地坪为界(有地下室的按地下室室内设计地坪为界),以下为基础,以上为墙(柱)身。基础与墙身使用不同材料,位于设计室内地坪( )以内时以不同材料为界,超过时,应以设计室内地坪为界。 (分值:2.0分)
A. ±300 mm
B. ±500 mm
C. ±30 mm
D. ±200 mm
4. 现浇有梁板的柱高,应( )的高度计算。 (分值:2.0分)
A. 自柱基上表面至柱顶
B. 自柱基上表面(或楼板上表面)至上一层楼板上表面之间
C. 自柱基上表面(或楼板上表面)至柱帽下表面之间
D. 自室内地坪至柱顶
5. 六层砖混结构住宅,每层楼梯水平投影面积为11.30 m2,钢筋混凝土楼梯清单工程量为( )。 (分值:2.0分)
A. 45.20 m2
B. 79.10 m2
C. 67.80 m2
D. 56.50 m2
6. 有梁板的工程量是指 ( )。 (分值:2.0分)
A. 板的体积
B. 板与主梁的体积之和
C. 板与主梁、次梁的体积之和
D. 以上都可以
7. 下列关于综合脚手架脚手架材料增加费的描述哪一个是正确的。( ) (分值:2.0分)
A. 建筑物设计室外地面至檐口的高度(包括女儿墙、屋顶水箱、突出屋面的电梯间、楼梯间等高度)超过20m或6层时应计算脚手架材料增加费。
B. 建筑物设计室外地面至檐口的高度(不包括女儿墙、屋顶水箱、突出屋面的电梯间、楼梯间等高度)超过20m时应计算脚手架材料增加费。
C. 同一建筑物中有2个或2个以上的不同檐口高度时,按最高的檐口高度计算脚手架材料增加费。
D. 建筑物设计室外地面至檐口的高度(包括女儿墙、屋顶水箱、突出屋面的电梯间、楼梯间等高度)超过20m时应计算脚手架材料增加费。
8. 在计算垂直运输费时,江苏省规定定额工程量是( )。 (分值:2.0分)
A. 按江苏省规定的调整后的国家工期定额所规定的工期
B. 国家工期定额所规定的工期
C. 合同规定的工期
D. 实际施工的工期
9. 现浇矩形梁按设计图示尺寸以体积计算。不扣除构件内钢筋、预埋铁件所占体积,伸入墙内的梁头、梁垫( )。 (分值:2.0分)
A. 不计算
B. 按体积一半计算
C. 并入梁体积内
D. 单独计算
10. 现浇楼梯清单工程量按设计图示尺寸以( )计算。 (分值:2.0分)
A. 水平投影面积
B. 体积
C. 立面投影面积
D. 水平投影面积一半
11. 现浇楼梯工程量关于梯井的计算,正确的是( )。 (分值:2.0分)
A. 不扣除宽度小于300 mm的楼梯井,伸入墙内部分要计算
B. 不扣除宽度小于500 mm的楼梯井,伸入墙内部分不计算
C. 不扣除宽度小于300 mm的楼梯井,伸入墙内部分不计算
D. 不扣除宽度小于500 mm的楼梯井,伸入墙内部分要计算
12. 下列关于垂直运输费计算的规定,描述不正确的是( )。 (分值:2.0分)
A. 一个工程出现两个或两个以上檐口高度(层数),使用不同垂直运输机械时,应按国家工期定额分别计算
B. 当现浇混凝土构件采用泵送混凝土浇注,机械费不作调整
C. 一个工程出现两个或两个以上檐口高度(层数),使用同一台垂直运输机械时,定额不作调整
D. 当建筑物垂直运偷机械数量与定额不同时,可按比例调整定额含量
13. 判断对错:计算砖基础清单工程量,应扣除T形接头大放脚重复部分体积。 (分值:2.0分)
A. 错
B. 对
14. 判断对错:实心砖墙计算中,凸出墙面的砖垛并入墙体体积内计算。 (分值:2.0分)
A. 错
B. 对
15. 判断对错:主梁与次梁连接时,次梁长算至主梁中心线。 (分值:2.0分)
A. 错
B. 对
16. 判断对错:箱式满堂基础,可按满堂基础、柱、梁、墙、板分别编码列项。 (分值:2.0分)
A. 对
B. 错
17. 判断对错:圆柱应按异形柱项目编码列项。 (分值:2.0分)
A. 对
B. 错
18. 判断对错:无梁板的柱高,应自柱基(或楼板)上表面算至柱帽下表面。 (分值:2.0分)
A. 对
B. 错
19. 判断对错:《计价定额》中,垂直运输费包含施工塔吊与电梯基础的费用。 (分值:2.0分)
A. 错
B. 对
20. 判断对错:地下室的综合脚手架按檐高在12m以内的综合脚手架相应定额乘以系数0.5执行。 (分值:2.0分)
A. 错
B. 对
21. 判断对错:当使用含模量计算模板接触面积时,其模板工程量=构件体积×相应项目含模量。 (分值:2.0分)
A. 错
B. 对
22. 判断对错:现浇混凝土钢筋按设计图示钢筋(网)长度(面积)乘以单位理论质量计算。 (分值:2.0分)
A. 错
B. 对
多选题
1. 整体楼梯(包括直形楼梯、弧形楼梯)的水平投影面积包括( )。 (分值:4.0分)
A. 平台梁
B. 墙
C. 休息平台
D. 楼梯的连接梁
E. 斜梁
2. 以下现浇混凝土项目,按照混凝土体积计算工程量的有( )。 (分值:4.0分)
A. 柱
B. 楼梯
C. 弧形墙
D. 后浇带
E. 有梁板
3. 墙长计算的规定是( )长度计算。 (分值:4.0分)
A. 内墙按中心线
B. 外墙按中心线
C. 填充墙按实际长
D. 山墙按外边长
E. 内墙按净长
4. 根据计价定额,对框架结构的办公楼,除计算综合脚手架外,遇下列哪些情况,需另列项目计算脚手架费用( )。 (分值:4.0分)
A. 层高超过3.6m时钢筋混凝土柱、梁、墙混凝土浇筑脚手架
B. 层高在2.2m以内的技术层外墙脚手架
C. 高度20m以上部分采用悬挑脚手架
D. 檐高20m以下部分采用悬挑脚手架
E. 施工现场搭设的高压线防护架、金属过道防护棚脚手架
简答题/计算题
1. 如图,某单位传达室基础平面图和剖面图。根据地质勘探报告,土壤类别为三类,无地下水。该工程设计室外地坪标高为-0.30米,室内地坪标高为±0.00米,防潮层标高-0.06米,防潮层做法为C20抗渗砼P10以内,防潮层以下用M7.5水泥砂浆砌标准砖基础,防潮层以上为多孔砖墙身,C20钢筋砼条形基础,砼构造柱截面尺寸240×240mm,从钢筋砼条形基础中伸出。请按14年计价表规定计算土方人工开挖、砼基础、砖基础、防潮层、模板工程量,并套用计价表相应子目。(模板按含模量计算) (分值:20.0分)
2. 某工程二层楼面结构如图所示,已知楼面标高为4.5m,基础扩大顶面标高为-1.00m,混凝土强度等级为C30,现浇板厚均为120mm。试根据《房屋建筑与装饰工程计算规范》(GB50854-2013)列出一层柱和二层梁、板的清单项目,并计算清单工程量。 (分值:20.0分)

国家开放大学 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
渝粤教育 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
渝粤文库 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
成人学历 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
渝粤题库 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" 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