A line AB, 80mm long, has its end A 20mm above HP and 25mm in front of VP. End B is 50mm above HP and 60mm in front of VP. Determine the true length and its inclinations with HP and VP.

Plot the projections of points A and B using given coordinates
Draw the front view (FV) and top view (TV) of the line
Apply the theorem: True Length = √[(FV length)² + (difference in distances from VP)²]
Calculate angle with HP using tan θ = (height difference) / (TV length)
Calculate angle with VP using tan φ = (depth difference) / (FV length)
Verify using graphical method with auxiliary projection