A triangular plane has traces VT = 60mm and HT = 80mm. The plane makes 45° with HP. Draw the plane in its inclined position and show its rabatment (rotation) on HP to show true shape.

Draw VT (60mm) perpendicular to XY and HT (80mm) along XY
The angle at intersection gives plane's inclination (45°)
For rabatment, rotate plane about HT until it coincides with HP
Every point on plane moves in arc perpendicular to HT
VT rotates to V'T position in HP
Distance of V'T from HT = VT / sin(45°)
Draw true shape of any figure in this rabatted position