Solution: The Desired Equation for the Problem / Solution 3. A pool player is about to used a cue ball to make a direct bit on the eight ball which is at rest. Each ball has a mass of 0.2 kg and the cue ball initial velocity is 6.00 m/s, after the collision the cue ball comes to a stop. What is the velocity of the eight ball? Before Collision After Collision Object A Mass = Mass = Velocity = Velocity = Total Momentum=mass x velocity Total Momentum=mass velocity P=mv P=mv Object B Mass = Mass = Velocity = Velocity = x Total Momentum=mass x velocity %3D Total Momentum3mass velocity P=mv P=mv Total Total Momentum Total Momentum (MaxVo)+(MoxVb)%D Solution: The Desired Equation for the Problem / Solution

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Solution: The Desired Equation for the Problem / Solution
A pool player is about to used a cue ball to make a direct bit on the eight bail which is at
rest. Each ball has a mass of 0.2 kg and the cue ball initial velocity is 6.00 m/s, after the
collision the cue ball comes to a stop. What is the velocity of the eight ball?
3.
Before Collision
After Collision
Object A
Mass =
Mass =
Velocity =
Velocity =
Total Momentum=mass x velocity
Total
Momentum=mass
velocity
P=mv
P=mv
Object B
Mass =
Mass =
Velocity =
Total Momentum3mass x velocity
Velocity =
Total
Momentum3Dmass
velocity
P=mv
P=mv
Total
Total Momentum
Total Momentum
(MaxVb)+(MoxV)=
Solution: The Desired Equation for the Problem/Solution
Transcribed Image Text:Solution: The Desired Equation for the Problem / Solution A pool player is about to used a cue ball to make a direct bit on the eight bail which is at rest. Each ball has a mass of 0.2 kg and the cue ball initial velocity is 6.00 m/s, after the collision the cue ball comes to a stop. What is the velocity of the eight ball? 3. Before Collision After Collision Object A Mass = Mass = Velocity = Velocity = Total Momentum=mass x velocity Total Momentum=mass velocity P=mv P=mv Object B Mass = Mass = Velocity = Total Momentum3mass x velocity Velocity = Total Momentum3Dmass velocity P=mv P=mv Total Total Momentum Total Momentum (MaxVb)+(MoxV)= Solution: The Desired Equation for the Problem/Solution
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