Discussion
Put the steps of finding the shortest distance from a point to a line in order.
1. Measure the distance from the point to that point view 2. Project an auxiliary view parallel to the line, showing its true length 3. Project a second auxiliary perpendicular to the line, reducing it to a point 4. Draw the plan and elevation of the point and the line
Answer: C
The true length view must come first because the second auxiliary is set perpendicular to it. Only in the point view is every direction from the line perpendicular to it, which is what makes the measured distance the shortest.
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