2. An uniform rod of mass m and length L has a heavy weight (point particle) attached to one end, m2. The system is hanging at rest, pinned at the center of the rod as shown when a small projectile (a point particle) moving with a velocity v in the horizontal direction, strikes and sticks to the end of the rod at the top. The axis is FIXED. Ignore air resistance or friction. L=2.00m m=2.00kg, m=1.00Okg, m2=10.0kg, =30.0m/s a. Calculate the rotational inertia of the system. You may use the give diagram to label distances! b. What is the angular speed of the system after the point particle, m1, collides and sticks to the rod? c. After the collision, the system rotates clockwise. How high up does the center of mass rise? Draw a detailed diagram showing the initial and final states with the heights labeled. Draw an additional diagram for this!!!!

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2. An uniform rod of mass m and length L has a heavy weight (point particle) attached to one end, m2. The system is
hanging at rest, pinned at the center of the rod as shown when a small projectile (a point particle) moving with a
velocity v in the horizontal direction, strikes and sticks to the end of the rod at the top. The axis is FIXED. Ignore air
resistance or friction. L=2.00m m=2.00kg, m=1.00kg, m2=10.0kg, v=30.0m/s
a. Calculate the rotational inertia of the system. You may use the give diagram to label distances!
b. What is the angular speed of the system after the point particle, m1, collides and sticks to the rod?
c. After the collision, the system rotates clockwise. How high up does the center of mass rise? Draw a detailed
diagram showing the initial and final states with the heights labeled. Draw an additional diagram for this!!!!
NO ALGORITHMS FOR THIS PROBLEM!
Lm
m2
Transcribed Image Text:2. An uniform rod of mass m and length L has a heavy weight (point particle) attached to one end, m2. The system is hanging at rest, pinned at the center of the rod as shown when a small projectile (a point particle) moving with a velocity v in the horizontal direction, strikes and sticks to the end of the rod at the top. The axis is FIXED. Ignore air resistance or friction. L=2.00m m=2.00kg, m=1.00kg, m2=10.0kg, v=30.0m/s a. Calculate the rotational inertia of the system. You may use the give diagram to label distances! b. What is the angular speed of the system after the point particle, m1, collides and sticks to the rod? c. After the collision, the system rotates clockwise. How high up does the center of mass rise? Draw a detailed diagram showing the initial and final states with the heights labeled. Draw an additional diagram for this!!!! NO ALGORITHMS FOR THIS PROBLEM! Lm m2
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