How does your weight during phases (c) and (g) of the motion [i.e. motion upwards or downwards at constant velocity] compare with your weight sharing phases (a), (e), and (i) [i.e. sitting at rest]? How SHOULD they compare? What principle of physics is relevant here?

The Principle of Equivalence x 9.81 to get Newtons DATA ANALYSIS & QUESTIONS DATA TABLE In recording the elevator's acceleration, be sure to indicate clearly whether you are using the convention "positive upwards" or "positive downwards" My weight in laboratory: 147 Kilograms = 461. 07 Newtons N = m (g. a ) My mass (deduced): Lh Kilograms Phase of Motion Scale Converted Elevator's Reading Weight acceleration (kg) (Newtons) (calculated) ( m/$2) (a) while at rest on the lower floor; 47 461.07 O (b) while the elevator is starting to move upwards; 49 480. 69 0. 417 (c) while the elevator is passing several floors in the upwards 45 441.45 - 0,417 direction without stopping, (d) while the elevator is slowing down on its approach to the upper 44 431.64 - 0. 626 floor; (e) while at rest on the upper floor; 47 441.07 O (f) while the elevator is starting to move downwards; 44 431.64 - 0.624 (g) while the elevator is passing several floors in the downwards 47 461. 07 O direction without stopping; (h) while the elevator is slowing down on its approach to the lower 50 490. 5 0. 626 floor; (i) while again at rest on the lower flo 47 461. 07