Two lines AB and AC intersect at A. AB: A(20,25,30), B(60,50,15). AC: A(20,25,30), C(55,10,50). Find the true angle between them.

Draw projections of both lines from common point A
To find true angle, both lines must show their true lengths simultaneously
This occurs in a view parallel to plane containing both lines
First, draw auxiliary view parallel to one line to make it a point
Then draw second auxiliary view to show both lines in true length
Measure the angle in this view - this is the true angle
Alternatively, use vector method: cos θ = (AB·AC)/(|AB||AC|)