A 1.0-kg standard cart collides on a low-frictiontrack with cart A. The standard cart has an initial Tcomponent of velocity of +0.40 m/s, and cart A isinitially at rest. After the collision the componentof velocity of the standard cart is +0.20 m/s andthe component of velocity of cart A is+0.60 m/s. After the collision, cart A continues tothe end of the track and rebounds with its speedunchanged. Before the carts collide again, you dropa lump of putty onto cart A, where it sticks. Afterthe second collision, the component of velocity ofthe standard cart is -0.20 m/s and thecomponent of velocity of cart A is +0.50 m/s.Part AWhat is the inertia of the putty?Express your answer with the appropriate units.► View Available Hint(s)mp =SubmitμAValueUnits?

Name: A 1.0-kg standard cart collides on a low-frictiontrack with cart A. T
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Description: A 1.0-kg standard cart collides on a low-frictiontrack with cart A. The standard cart has an initial Tcomponent of velocity of +0.40 m/s, and cart A isinitially at rest. After the collision the componentof velocity of the standard cart is +0.20 m/s

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A 1.0-kg standard cart collides on a low-friction
track with cart A. The standard cart has an initial T
component of velocity of +0.40 m/s, and cart A is
initially at rest. After the collision the component
of velocity of the standard cart is +0.20 m/s and
the component of velocity of cart A is
+0.60 m/s. After the collision, cart A continues to
the end of the track and rebounds with its speed
unchanged. Before the carts collide again, you drop
a lump of putty onto cart A, where it sticks. After
the second collision, the component of velocity of
the standard cart is -0.20 m/s and the
component of velocity of cart A is +0.50 m/s.
Part A
What is the inertia of the putty?
Express your answer with the appropriate units.
► View Available Hint(s)
mp =
Submit
μA
Value
Units
?

Expert Solution

Step 1

Given:-

The mass of the standard cart is $m_{1} = 1.0 kg$

The initial speed of cart A is $v_{1} = 0.40 m / s$

Cart A is initially at rest.

The velocity of the standard cart after the collision is $v_{f 1} = 0.20 m / s$

The velocity of cart A after the collision is $v_{fA} = 0.60 m / s$

The velocity of the standard cart after the second collision is $v_{f 1}' = - 0.20 m / s$

The velocity of the standard cart after the second collision is $v_{fA}' = + 0.50 m / s$

Find:-

The inertia of the putty?

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