Question: Data Table Acceleration Theoretical= [g(m2-mi)]/(mitm2) =g (Am/mT) Am =(m2-mi) and mr= (mit m2) Enet= aexp (mit m2) Part I - Constant Total Mass Trial m1

 Data Table Acceleration Theoretical= [g(m2-mi)]/(mitm2) =g (Am/mT) Am =(m2-mi) and mr=(mit m2) Enet= aexp (mit m2) Part I - Constant Total Mass

Data Table Acceleration Theoretical= [g(m2-mi)]/(mitm2) =g (Am/mT) Am =(m2-mi) and mr= (mit m2) Enet= aexp (mit m2) Part I - Constant Total Mass Trial m1 m2 Am MT Acceleration Acceleration Net Force (kg kg) kg) (kg) Experimental Theoretical Enet (N) aexp (m/s2) (m/$2) 1 0.025 0.075 |0.05 0.100 4.1474 4.9 0.41474 2 0.030 0.070 0.04 0.100 3.7605 3.92 0.37605 3 0.035 0.065 0.03 0.100 2.834 2.94 0.2834 4 0.040 0.060 0.02 0.100 1.8724 1.96 0.18724 5 0.045 0.055 0.01 0.100 0.94326 0.98 0.094326Part 1 Data 0.45 y = 0.1x + SEE-1.6:... 0.4 0.35 Fnet[Y] 0.05 aepril 2. What is the unit of slope and what physical quantity it represents? Based on your analysis of the graph, what is the relationship between East and aw of an Atwood's machine

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