A point s in the first quadrant and equidistant of 50mm from all three principal planes. Draw the projection of the point and all three views of the points.
Understand the Problem
The question is asking for the graphical representation of a point in the first quadrant that is equidistant from all three principal planes, with a specified distance of 50mm. We will need to draw the projections of this point and create three views: front, top, and side.
Answer
S is at coordinates (50mm, 50mm, 50mm) in the first quadrant.
The final answer is to draw S at the coordinates (50mm, 50mm, 50mm) representing the top, front, and side views.
Answer for screen readers
The final answer is to draw S at the coordinates (50mm, 50mm, 50mm) representing the top, front, and side views.
More Information
A point that is equidistant from all three principal planes (XY, YZ, and ZX) at 50 mm indicates that it is 50 mm away from the origin along the X, Y, and Z axes. In the first quadrant, this corresponds to the coordinates (50mm, 50mm, 50mm).
Tips
A common mistake is to think that the distances might involve negative values or different quadrants affecting coordinates. However, all values should remain positive in the first quadrant.
Sources
- Practice Questions on Points - numerade.com
- Projections of Points - hg4u.files.wordpress.com
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