I'm also a bit late to the party, but speaking as a fully paid up member of the set of physicists in the world I'd like to point out the following things:
(1) If, indeed, the resistance to a falling constant mass increases, then the acceleration of that mass will decrease. However, as long as that acceleration remains positive - in other words, as long as the resistance has not become as great as the force on the mass due to gravity - then the downward velocity of the falling mass will continue to increase.
(2) Whether or not the resistance is increasing significantly as the collapse progresses, the falling mass is clearly increasing by the additional amount of structure destroyed by the collapse, less any part of it that is lost by falling outside the footprint of the structure. Since the force due to gravity is proportional to mass, the downward force on the falling mass is therefore increasing.
(3) If the building is properly constructed, the structural strength at any height will be proportional to the weight of the building above that height. The resistance to collapse may, to a first approximation, be estimated to be directly proportional to the structural strength. Therefore, the resistance to collapse increases proportionately to the accumulated falling mass.
(4) As a first approximation, therefore, we expect the resistive force and the gravitational force to increase at roughly the same rate, resulting in a roughly constant acceleration.
That's probably what any competent physicist in the world who understands the agenda behind the question is more likely to say.