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In oblique drawing, the receding lines in cavalier projection are always drawn to
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Question 18:
Identify the figure and its properties.
Figure 6 shows a trapezoid EFGH where EF is parallel to HG.
Apply the property of triangles in a trapezoid.
Triangles with the same base and lying between the same parallel lines have equal areas. In trapezoid EFGH, triangles EFG and EFH share the base EF, and their vertices G and H lie on the line HG, which is parallel to EF. Therefore, the perpendicular distance from G to EF is equal to the perpendicular distance from H to EF.
Conclude the equal area.
Since Area $= \frac{1}{2} \
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