James Stirling

p1 1 p2 . IDENTIFY: There is no net external force on the system of James, Ramon and the rope and the momentum of the system is conserved and the velocity of its center of mass is constant. Initially there is no motion, and the velocity of the center of mass remains zero after Ramon has started to move. EXECUTE: 8-16 Chapter 8 SET UP: Let +x be in the direction of Ramon’s motion. Ramon has mass mR = 60.0 kg and James has mass vcm-x = mR vRx + mJ vJx =0. mR + mJ mJ = 90.0…

p1 1 p2 . IDENTIFY: There is no net external force on the system of James, Ramon and the rope and the momentum of the system is conserved and the velocity of its center of mass is constant. Initially there is no motion, and the velocity of the center of mass remains zero after Ramon has started to move. EXECUTE: 8-16 Chapter 8 SET UP: Let +x be in the direction of Ramon’s motion. Ramon has mass mR = 60.0 kg and James has mass vcm-x = mR vRx + mJ vJx =0. mR + mJ mJ = 90.0…

p1 1 p2 . IDENTIFY: There is no net external force on the system of James, Ramon and the rope and the momentum of the system is conserved and the velocity of its center of mass is constant. Initially there is no motion, and the velocity of the center of mass remains zero after Ramon has started to move. EXECUTE: 8-16 Chapter 8 SET UP: Let +x be in the direction of Ramon’s motion. Ramon has mass mR = 60.0 kg and James has mass vcm-x = mR vRx + mJ vJx =0. mR + mJ mJ = 90.0…

p1 1 p2 . IDENTIFY: There is no net external force on the system of James, Ramon and the rope and the momentum of the system is conserved and the velocity of its center of mass is constant. Initially there is no motion, and the velocity of the center of mass remains zero after Ramon has started to move. EXECUTE: 8-16 Chapter 8 SET UP: Let +x be in the direction of Ramon’s motion. Ramon has mass mR = 60.0 kg and James has mass vcm-x = mR vRx + mJ vJx =0. mR + mJ mJ = 90.0…

p1 1 p2 . IDENTIFY: There is no net external force on the system of James, Ramon and the rope and the momentum of the system is conserved and the velocity of its center of mass is constant. Initially there is no motion, and the velocity of the center of mass remains zero after Ramon has started to move. EXECUTE: 8-16 Chapter 8 SET UP: Let +x be in the direction of Ramon’s motion. Ramon has mass mR = 60.0 kg and James has mass vcm-x = mR vRx + mJ vJx =0. mR + mJ mJ = 90.0…

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. IDENTIFY: There is no net external force on the system of James, Ramon and the rope and the momentum of the system is conserved and the velocity of its center of mass is constant. Initially there is no motion, and the velocity of the center of mass remains zero after Ramon has started to move. EXECUTE: 8.53. 8-16 Chapter 8 SET UP: Let +x be in the direction of Ramon’s motion. Ramon has mass mR = 60.0 kg and James has mass mJ = 90.0 kg . vcm-x = EXECUTE:…