A 5kg cannonball was dropped (from rest) from a height of 10m above the ground. What is the velocity of the dumbbell as it hits the ground? Here, we assume that there is no air resistance. *Hint: You can set the ground level to be y = 0. Law of Conservation of Mechanical Energy: "The initial mechanical energy is equivalent to the final mechanical energy i.e., the mechanical energy is constant in the absence of any dissipative force such as friction or air resistance." 1 1 mgy; + mv? = mgy, + zmvf 1 potential energy + kinetic energy = mgy + 5mv² mechanical energy = g = magnitude of acceleration due to gravity = 9.81 s² Yi = initial height Yf = final height

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A 5kg cannonball was dropped (from rest) from a height of 10m above the ground. What is the velocity of
the dumbbell as it hits the ground? Here, we assume that there is no air resistance.
*Hint: You can set the ground level to be y = 0.
Law of Conservation of Mechanical Energy: "The initial mechanical energy is equivalent to the final
mechanical energy i.e., the mechanical energy is constant in the absence of any dissipative force such as
friction or air resistance."
1
1
mgy; + 5mv?
= mgy; + zmvf
1
mechanical energy =
potential energy + kinetic energy = mgy +, mv-
g = magnitude of acceleration due to gravity = 9.81
s2
= initial height|
Yf = final height
Yi
Transcribed Image Text:A 5kg cannonball was dropped (from rest) from a height of 10m above the ground. What is the velocity of the dumbbell as it hits the ground? Here, we assume that there is no air resistance. *Hint: You can set the ground level to be y = 0. Law of Conservation of Mechanical Energy: "The initial mechanical energy is equivalent to the final mechanical energy i.e., the mechanical energy is constant in the absence of any dissipative force such as friction or air resistance." 1 1 mgy; + 5mv? = mgy; + zmvf 1 mechanical energy = potential energy + kinetic energy = mgy +, mv- g = magnitude of acceleration due to gravity = 9.81 s2 = initial height| Yf = final height Yi
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