(related to Proposition: Prop. 11.35: Condition for Equal Angles contained by Elevated Straight Lines from Plane Angles)
So, it is clear, from this, that if there are two equal rectilinear angles, and equal raised straight lines are stood on them (at their apexes), containing equal angles respectively with the original straight lines (forming the angles), then the perpendiculars drawn from (the raised ends of) them to the planes in which the original angles lie are equal to one another. (Which is) the very thing it was required to show.
(not yet contributed)
Proofs: 1
Proofs: 1