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Sagot :
Answer:
Angular Momentum increase
Gravitational Potential Energy decrease
Explanation:
given data
mass = 3M
length = 2L
solution
when rod is rotate till it become vertical
so torque is counter clockwise
and there therefore angular speed goes on increase and there angular moment also increase
but as that gravitational potential energy will be decrease
The angular momentum of the system will increase, while the potential energy of the system will decrease after the bug lands.
The given parameters;
- mass of the two identical spheres, = M
- length of the rods, = 2L
- mass of the bug, = 3M
The change in the angular momentum is calculated as;
[tex]\Delta L = \Delta I\omega[/tex]
After the bug lands, the total mass of the system increases and the angular speed increases from zero. Consequently, the angular momentum of the system will increase.
The change in potential energy is calculated as;
[tex]\Delta P.E = mg(\Delta h)[/tex]
After the bug lands, the height of the system decreases to zero, which leads to a decrease in the potential energy of the system.
Thus, we can conclude that the angular momentum of the system will increase, while the potential energy of the system will decrease after the bug lands.
Learn more here:https://brainly.com/question/15898158
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