A hexagonal plane of side 30 mm has an edge on the H.P. Its surface is
inclined at 45 degree to the H.P. and the edge on which the plane rests is inclined
at 30 degree to the V.P. Draw its projection.
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- A hexagonal plane of side 30 mm has an edge on the H.P. Its surface is
- inclined at 45 degrees to the H.P. and the edge on which the plane rests is inclined
- at 30 degrees to the V.P. Draw its projection.
Explanation:
A hexagonal pyramid base side 30 mm and axis 70 mm long is resting on H.P. at one of its base edges in such a way that its axis is making an angle of 45° with H.P. and parallel to V.P. Top view of its base diagonal perpendicular to V.P. is of -
Step by step Explanation=
- draw a hexagon in HP such that one of its vertices Lie to your left and draw its projection as a straight line coinciding with the axis line.
- Incline the straight line on the axis at an angle of 30 degrees to HP and draw the corresponding projection in HP.
- Now in the final step reproduce the hexagon obtained in the previous step such that one of its vertices lie on the axis line and one of its edges ( sides), containing the vertex lying on the axis line, makes 45 degrees to VP and draw the corresponding projection in the VP ( it will surely be hexagonal).
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