(ODC-1) Consider two hockey pucks, each with mass 1.25 kg, on frictionless ice. Puck A initially moving due east at 2.35 m/s towards puck B, which is initially stationary. The puc collide head on. After the collision, puck B moves east with a speed of 1.45 m/s. (a) What is puck A's speed (in m/s) after collision? What direction is it moving in 11'

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(ODC-1) Consider two hockey pucks, each with mass 1.25 kg, on frictionless ice. Puck A is
initially moving due east at 2.35 m/s towards puck B, which is initially stationary. The pucks.
collide head on. After the collision, puck B moves east with a speed of 1.45 m/s.
(a) What is puck A's speed (in m/s) after collision? What direction is it moving in?
(b) How much kinetic energy (in Joules) is lost from the system during the collision?
(c) If the collision were completely elastic, what wold the final speed and direction of
each puck be?
(CM-1) Calculate the (x v) position of the center of mass of the 4 particles shown below
Transcribed Image Text:(ODC-1) Consider two hockey pucks, each with mass 1.25 kg, on frictionless ice. Puck A is initially moving due east at 2.35 m/s towards puck B, which is initially stationary. The pucks. collide head on. After the collision, puck B moves east with a speed of 1.45 m/s. (a) What is puck A's speed (in m/s) after collision? What direction is it moving in? (b) How much kinetic energy (in Joules) is lost from the system during the collision? (c) If the collision were completely elastic, what wold the final speed and direction of each puck be? (CM-1) Calculate the (x v) position of the center of mass of the 4 particles shown below
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