1. Define axonometric, isometric, dimetric, and trimetric projection.
p. 376
2. Explain the difference between an isometric projection and an
isometric sketch. p. 379
3. Create an isometric sketch. pp. 382-383
4. Apply the theory of oblique projection to create oblique sketches. pp. 395-399
5. Create a one-point perspective sketch. p. 409
6. Describe one-, two-, and three-point perspective projection
theory. pp. 404-406
7. Define horizon line, station point, picture plane, vanishing
point, and ground line. pp.
403-404
8. Describe and draw bird's eye, human's eye, ground's eye, and worm's
eye views. pp. 403-404
9. Describe the four perspective variables that are determined before
creating a perspective sketch. pp. 406-407
1 Define oblique projection.
2. List and describe the differences between the
three types of oblique drawing.
3. Define axonometric.
4. Define isometric, dimetric, and trimetric
drawings.
5. Sketch the axes used for an isometric
drawing.
6. Sketch the axes used for regular, reversed,
and long axis isometric drawings.
7. What is the general rule used for hidden
lines in isometric drawings?
8. Give examples of pictorial drawings used in
industry.
9. Sketch an isometric cube, then show how
isometric ellipses would be drawn on each face of the cube. Add center lines to the ellipses.
10. What are the three angular measurements of
isometric drawing axes?
11. Describe perspective projection theory. Use sketches if necessary.
12. Identify
the horizon line, station point, picture plane, vanishing point, and ground
line in Figure 7.59.
13. Sketch
and label bird’s eye, human’s eye, ground’s eye, and worm’s eye views.
14.
List
the four perspective variables that should be considered before drawing a
perspective view.
15.
Name
the person who is generally given credit for systematizing isometric drawings.
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