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计算机绘图 - 过程性作业1(15%)(含实训一)

课程名称:计算机绘图 发布教师:杨旭东 作业来源:※【项目二任务六 】 绘制均布圆孔的平面图形 作业满分:100.0分 发布时间:2025-07-05 作业要求:【作业说明】 1、本次作业有三种题型:单选题四题共9分;多选题四题共11分;简答题——实训一 共四题,每题20分。满分100分。 2、实训题的背景需设置为黑色,无需尺寸标注,需设置中心线和轮廓线图层。轮廓线图层必须设置宽度。 3、简答题请截图上传。上传附件者零分处理。 4、最终成图贴图要求:贴图要清晰,图形的背景要求为黑色。贴图前请显示线宽。

单选题

1. B. C. D. 上面四个图形中,B点坐标为相对极坐标的是? (分值:3.0分)

A. D图

B. C图

C. B图

D. A图

2. 矩形命令中,不能设置的选项是() (分值:2.0分)

A. 宽度

B. 圆角

C. 角度

D. 长度

3. 绘制圆的默认方式是() (分值:2.0分)

A. 三点

B. 两点

C. 圆心、直径

D. 圆心、半径

4. 世界坐标系的原点位置是() (分值:2.0分)

A. 绘图区域左下角

B. 绘图区域右上角

C. 任意位置

D. 绘图区域中心

多选题

1. A. B. C. D. 上面四个图中A的坐标为绝对直角坐标的是哪个图? (分值:3.0分)

A. B图

B. C图

C. D图

D. A图

2. 下列哪些命令可以用于复制对象() (分值:4.0分)

A. MIRROR

B. COPY

C. OFFSET

D. ARRAY

3. 下列哪些是 AutoCAD 中常用的编辑命令() (分值:4.0分)

A. MIRROR

B. DIMLINEAR

C. COPY

D. ROTATE

简答题/计算题

1. 用直线命令绘制下方图形,图的背景为黑色,无需尺寸标注,直线必须设置宽度并显示宽度。请截图上传。并用简易的框格写上姓名,如下图。上传附件者零分处理。(图层5分;BD和DC各5分;AB和AC5分) (分值:20.0分)

2. 用圆命令、多边形命令、直线命令、圆角命令、修剪命令等绘制下方图形。图的背景为黑色,无需尺寸标注,需设置中心线和轮廓线图层。轮廓线图层必须设置宽度并显示宽度。请绘制简易框格写上姓名截图上传。上传附件者零分处理。(图层5分;正六边形5分;切线和圆角5分;其它5分) (分值:20.0分)

3. 用矩形命令,圆命令及直线命令绘制下图。图的背景为黑色,无需尺寸标注,需设置中心线和轮廓线图层。轮廓线图层必须设置宽度并显示宽度。请绘制简易框格写上姓名截图上传。上传附件者零分处理。(图层5分;中间的圆5分;对角两大圆5分;四个小圆5分) (分值:20.0分)

4. 用直线命令、锥度的概念画锥度线等画出下面图形。设定中心线和轮廓线层,轮廓线宽度需设定并显示。无需尺寸标注但需要改成黑背景。(锥度线10分;图层5分;其它线5分) (分值:20.0分)

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渝粤教育 enter;margin:10px 0;">广东开放大学 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" 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文档图片
国家开放大学 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" 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渝粤文库 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渝粤题库 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" alt="文档图片" style="max-width:100%;height:auto;">
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成人学历 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" 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