A hexagonal plate $($side $=100$ mm$)$ with an elliptical hole at the centre $($major axis $=100$ mm and minor axis $=50$ mm$)$ is resting on one of its corner on VP with the minor axis of the hole perpendicular to the HP$.$ In the rest condition, the elliptical hole appears as a circular hole of maximum possible diameter. Draw the projections of this lamina in given rest condition. Find the surface inclination with the VP$.$