Lethargic
It is a damped harmonic motion.
centrifugal and centripetal
The "equations of motion" are statements that describe motion. They would not be of much use if the very thing they're used to describe caused them to change. I'll say they don't.
Solid.
That would be at absolute zero, where all molecular motion cease. The temperature is 0 Kelvin or -273.15 degrees Celsius or -459.67 degrees Fahrenheit.
Molecules are constantly in motion. Whether they are free moving, as in a gas, or are vibrating in place, as in a solid object, they still move. an object that has reached the theoretical temperature of absolute zero would have no molecular motion, but absolute zero is purely theoretical and is thereby unattainable.
one with hydrogen bonding.
Atoms move more freelythan they would in a soild or a liquid.
Molecular motion in a gas would cease
It is a damped harmonic motion.
centrifugal and centripetal
All molecular motion stops at absolute zero. This would not stop the passage of time.
One with induced dipole attractions
The "equations of motion" are statements that describe motion. They would not be of much use if the very thing they're used to describe caused them to change. I'll say they don't.
the motion of the molecules would slow down
I would describe it as this: All of the particles are tightly packed together with almost no spaces between them. Their motion is very limited, unlike that of a gas where the particles are spaced further apart and they are free to move around more.
I would assume in a plasma which is the form which requires the most energy to stay in the same state of matter, and therefore an abundance of molecular movement.