1. The problem statement, all variables and given/known data Three objects are connected by light strings as shown in Figure P4.62. The string connecting the m1 = 5.00 kg mass and the m2 = 4.00 kg mass passes over a light frictionless pulley. a) find the acceleration of each object and b) the tension in the two strings 2. Relevant equations sumF = m*a sumF1= m1*a = T1 - m1*g sumF2= m2*a = T1 - m2*g - T2 sumF3= m3*a = T2 - m3*g 3. The attempt at a solution I combined equations sumF1 and sumF2: m1*a = T1 - m1*g -m2*a = -T1 + m2g +T2 to get rid of one variable, T1, and I got m2*g - m1*g + T2 = m1a - m2a then in the sumF3 equation I solved for T2, T2 = m3*a + m3*g and plugged that into the above equation to get m2*g - m1*g + (m3*a + m3*g) =m1*a - m2*a I then plugged in my knowns to get 9.8 m/s/s, while the answer is supposed to be 1.63 m/s/s. Can anyone please help? Where did I go wrong? I thought I understood this..