Id say "friction" but that isn't 6 letters
Sentence A describes liquids best, although sentence B also fits the description of liquids.
Brownian motion describes the disorder of random molecular motion. It is the random movement of particles in a fluid or gas due to their collisions with other particles.
Solids: Atoms are not free to move about; they vibrate about their fixed positions Liquids: The particles are free to move about by sliding over each other Gases: The particles more about randomly at high speeds
In a liquid, particles are close together but have more freedom of movement than in a solid. The particles in a liquid are constantly moving, sliding past each other, and are not arranged in a fixed pattern like in a solid.
A liquid matter is matter which particles are sliding along each other providing a little space from each other that lets it take the shape of its container.
Straight line
Because in a liquid, particles have greater kinetic energy than particles in a solid. So, there are weaker forces of attraction in the liquid between particles. As a result, particles can move past each other with ease. Fluids like the 'slippery' fluids are lubricants, and they come into contact as opposed to the surfaces of the solids.
The negatively charged particles will repel each other due to their like charges. This repulsion is the result of the electrostatic force acting between the two particles.
Tar is also a term that describes a collection of solid particles
It is called fluidity or viscosity, depending on whether the particles are liquids or gases. Fluidity describes the ease at which particles in a liquid flow past each other, while viscosity is the resistance to flow exhibited by liquids or gases.
Transform boundary is when the plates are sliding past each other: ↑ ↓; Divergent is when plates are sliding away from each other: ← →; and convergent is when plates are sliding towards each other: → ←. Those are the three main plate boundaries.
The particles in a solid are arranged in a tightly packed, orderly structure. They vibrate in fixed positions around a mean position due to their attraction to each other. The model that best describes this behavior is the "rigid lattice" model.