A puck with mass mA = 2.42 [g] moves eastward with speed VA = 1.73 [m/s]. It then collides with another puck of mass mB = 1.25 [g] and is moving northward with a speed vB = 2.26 [m/s]. After the collision,puck A now moves at 48.00 north of east, while puck B moves at 17.00 south of east. What are the speeds of the two pucks after the collision?
A puck with mass mA = 2.42 [g] moves eastward with speed VA = 1.73 [m/s]. It then collides with another puck of mass mB = 1.25 [g] and is moving northward with a speed vB = 2.26 [m/s]. After the collision,puck A now moves at 48.00 north of east, while puck B moves at 17.00 south of east. What are the speeds of the two pucks after the collision?
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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A puck with mass mA = 2.42 [g] moves eastward with speed VA = 1.73 [m/s]. It then collides with another puck of mass mB = 1.25 [g] and is moving northward with a speed vB = 2.26 [m/s]. After the collision,puck A now moves at 48.00 north of east, while puck B moves at 17.00 south of east.
What are the speeds of the two pucks after the collision?
![A puck with mass mA = 2.42 [g] moves eastward with speed
VA = 1.73 [m/s]. It then collides with another puck of mass
mB = 1.25 [g] and is moving northward with a speed vB = 2.26
[m/s]. After the collision,puck A now moves at 48.0o north of
east, while puck B moves at 17.0o south of east.
What are the speeds of the two pucks after the collision?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2f39497f-506b-406a-bd6c-9146462bc9f9%2Fb4024c9e-a5bc-4baa-a655-f0ed1ded47f0%2Fbz0m3qj_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A puck with mass mA = 2.42 [g] moves eastward with speed
VA = 1.73 [m/s]. It then collides with another puck of mass
mB = 1.25 [g] and is moving northward with a speed vB = 2.26
[m/s]. After the collision,puck A now moves at 48.0o north of
east, while puck B moves at 17.0o south of east.
What are the speeds of the two pucks after the collision?
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