Well, the standard says “the center lines and surfaces of features”, so it’s both, or whatever I like more. (That was about first question)
In that case, if you consider for example lower picture of fig. 2-11 in Y14.5-2009, and imagine that there is no perpendicularity FCF for the hole and that the taper shown on the middle lower picture results in angularity error to A greater than assumed +/-1 deg (yet within size tolerance), how to treat it? Will the feature meet drawing requirement or not?
Did it ever occur to you that standard itself does not always provide clear requirements that are not subject to more than one interpretation?
Of course, it occured to me and actually occurs to me every day. The thing is we should select and use tools as unambiguous as possible to make our lives easier. General title block angles, in my opinion, do not fall under the "unambiguous tools" category because of what I just stated and will state in a moment.
On second question: I don’t know what you call “origin”, but there is such thing as Primary and Secondary datums. If my secondary datum feature jams and does not allow my primary feature to engage first, then I have bad part.
What makes you think that A will always be selected as primary datum feature for this orientation check? Is it because of the fact that |A|B(M)| appears in other FCFs shown on the drawing? Please show me a place in the standard or anywhere else saying that I am not allowed to measure orientation of datum feature A relative to B in this particular case.
Another example. Imagine that upper face of the part (the one opposite to A) is assigned as datum feature D, and that the pattern of 5 holes is controlled wrt |D|B(M)|, and not wrt |A|B(M)|. Which datum, A or D or somehow both, should I use to verify title block angle tolerance on datum feature B?
The entire idea of GD&T was to create datums and take measurements not from part surfaces, but from simulators nearly perfectly located in space.
I wholeheartedly agree with that. So, if datum feature simulators are so important, what is the MMB size of datum feature simulator B (assume that part's thickness is 1.500 +/-.010)? I need to know it, if I have to evaluate amount of maximum datum feature B shift available.
Speaking of functionality. The datum A clearly looks like mounting surface. Why nobody cares about flatness of datum feature A?
Because flatness tolerance does not have to be explicitly stated for datum feature A. If flatness tolerance indirectly controlled by size tolerance on dim. 1.500 (which we do not see) is satisfactory, then there is no need to tighten it by applying additional requirement.