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Question #125562
Cart A has a mass of 2.2kg and a velocity of 2.6. Cart B has a mass of 2.4 kg and a velocity of -2.3. What is the momentum of the two cart systems?
Object A has a small mass, and Object B has a large mass. They both have the same momentum. Which one has the largest Kinetic Energy? How do you know?
A 1.0 kg ball of clay moving at 2.12 m/s collides and sticks to 6.8 kg bowling ball that is initially at rest. The magnitude of the momentum of the ball and clay after the collision is:
Expert's answer
1)
P
=
m
1
v
1
+
m
2
v
2
=
2.2
(
2.6
)
−
2.3
(
2.4
)
=
0.2
k
g
⋅
m
s
P=m_1v_1+m_2v_2=2.2(2.6)-2.3(2.4)=0.2\frac{kg\cdot m}{s}
P
=
m
1
v
1
+
m
2
v
2
=
2.2
(
2.6
)
−
2.3
(
2.4
)
=
0.2
s
k
g
⋅
m
2)
K
1
=
p
2
2
m
a
,
K
2
=
p
2
2
m
b
K_1=\frac{p^2}{2m_a},K_2=\frac{p^2}{2m_b}
K
1
=
2
m
a
p
2
,
K
2
=
2
m
b
p
2
K
1
K
2
=
m
b
m
a
>
1
\frac{K_1}{K_2}=\frac{m_b}{m_a}>1
K
2
K
1
=
m
a
m
b
>
1
Object A has the largest Kinetic Energy.
3)
P
f
=
P
i
=
m
1
v
1
=
1
(
2.12
)
=
2.12
k
g
⋅
m
s
P_f=P_i=m_1v_1=1(2.12)=2.12\frac{kg\cdot m}{s}
P
f
=
P
i
=
m
1
v
1
=
1
(
2.12
)
=
2.12
s
k
g
⋅
m
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on Dec 2023
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