A puck with a mass m, has an initial speed of |Bei| at an angle of & with respect to the x axis. The puck hits a stick with a mass m; which is initially at rest as indicated in the figure. The puck leaves with a speed of lipf| at an angle ø with respect to the y axis. The collision occurs on ice, so friction can be neglected during the collision. Only the forces between the puck and stick are significant during the collision. a. Define what you would like to include in your system. b. Write a Newton's 2nd Law equation for this system. c. Find the final velocity of the stick after the collision. Your final answer should be a vector in component form in terms of variables given in the problem statement. 2.

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A puck with a mass m, has an initial speed of
|Bp:| at an angle of & with respect to the x axis. The puck hits a stick with a mass m; which is initially at
rest as indicated in the figure. The puck leaves with a speed of lipf| at an angle o with respect to the y
axis. The collision occurs on ice, so friction can be neglected during the collision. Only the forces
between the puck and stick are significant during the collision.
a. Define what you would like to include in your system.
b. Write a Newton's 2nd Law equation for this system.
c. Find the final velocity of the stick after the collision. Your final answer should be a vector in
component form in terms of variables given in the problem statement.
2.
Transcribed Image Text:A puck with a mass m, has an initial speed of |Bp:| at an angle of & with respect to the x axis. The puck hits a stick with a mass m; which is initially at rest as indicated in the figure. The puck leaves with a speed of lipf| at an angle o with respect to the y axis. The collision occurs on ice, so friction can be neglected during the collision. Only the forces between the puck and stick are significant during the collision. a. Define what you would like to include in your system. b. Write a Newton's 2nd Law equation for this system. c. Find the final velocity of the stick after the collision. Your final answer should be a vector in component form in terms of variables given in the problem statement. 2.
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