Ön the reverse page is pictured part of a collision between two dry-ice pucks A and B (ma mb 300 g). The collision takes place using magnets and is captured using a strobe light that flashes 10 times a second. The centre of each puck is indicated using a small circle and the path of puck B has been erased. Puck B was initially at rest and was positioned at the small circle near the letter B. The image is shown to scale. Hints: Choose a convenient coordinate system for your measurements Indicate your sign convention Show your results on the front page and your work on this page. 1. Write a scalar equation for the conservation of momentum in the x-direction where vBx is the unknown. Solve this for VBx-

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On the reverse page is pictured part of a collision between two dry-ice pucks A and B (ma = m, = 300 g). The
collision takes place using magnets and is captured using a strobe light that flashes 10 times a second. The
centre of each puck is indicated using a small circle and the path of puck B has been erased. Puck B was
initially at rest and was positioned at the small circle near the letter B. The image is shown to scale.
Hints:
Choose a convenient coordinate system for your measurements
Indicate your sign convention
Show your results on the front
page
and
your work on this page.
1. Write a scalar equation for the conservation of momentum in the x-direction where vBx is the unknown.
Solve this for VBx-
Transcribed Image Text:On the reverse page is pictured part of a collision between two dry-ice pucks A and B (ma = m, = 300 g). The collision takes place using magnets and is captured using a strobe light that flashes 10 times a second. The centre of each puck is indicated using a small circle and the path of puck B has been erased. Puck B was initially at rest and was positioned at the small circle near the letter B. The image is shown to scale. Hints: Choose a convenient coordinate system for your measurements Indicate your sign convention Show your results on the front page and your work on this page. 1. Write a scalar equation for the conservation of momentum in the x-direction where vBx is the unknown. Solve this for VBx-
Before the Collision
Puck A
Puck B
Totals
Vax
Vay=
V =
Pax=
Pay
Py =
Eas-
E =
В
After the Collision
Puck A
Puck B
Totals
Vay=
V -=
V =
P
16
Pax
Pay
P =
P
Pry
Es-
E =
18°.
1111
Transcribed Image Text:Before the Collision Puck A Puck B Totals Vax Vay= V = Pax= Pay Py = Eas- E = В After the Collision Puck A Puck B Totals Vay= V -= V = P 16 Pax Pay P = P Pry Es- E = 18°. 1111
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