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No.
Within a sample of gas at a particular temperature, gas particles have a range of kinetic energies and, as shown by the Maxwell-Boltzmann distribution.
The temperature determines the average kinetic energy of the particles, not the kinetic energy of each individual particle.
Gas particles show negligible forces of attraction and are constantly moving.
They therefore do not clump together, but spread out, occupying the entire volume of their container.
When gas particles collide with their container walls, they exert pressure on the walls.
The pressure increases with the frequency and force of these collisions.
Increasing the temperature of a gas will increase the average kinetic energy of the particles.
This results in a greater rate and force of particle collisions with the container walls. The pressure increases.
Increasing the amount of gas increases the number of gas particles in the same volume.
This causes more frequent collisions with the walls of the container, resulting in a greater force on the walls and therefore a higher pressure.
The gas particles are more spread out and have a greater distance to travel before colliding with the container walls.
This leads to a decreased rate of collisions. The pressure decreases.
An ideal gas is a hypothetical gas whose particles have negligible volume and no intermolecular forces, and therefore obey the ideal gas equation under all conditions.
The particles of a real gas actually do occupy a volume.
Particles of real gases do have forces of attraction between them.
Particles are tightly packed and are only able to vibrate in fixed positions.
The strong attractive forces between particles cause them to pack closely.
However, particles are able to move past each other within the liquid volume.
Particles are able to move past each other within the liquid volume and liquids can flow to fill the bottom of a container.
However, they have a fixed volume and are essentially incompressible.
The chemical energy stored in a chemical substance
The reactants have a certain amount of chemical energy stored in their bonds.
The products have different bonds and so have a different amount of energy stored in them.
If bond breaking requires more energy than bond forming will release
If bond breaking requires less energy than bond forming will release
The resulting change in enthalpy that occurs during a chemical reaction
Melting, vaporisation and sublimation. (solid to gas)
Physical changes involve breaking and forming intermolecular forces which are much weaker.
Therefore, the energy changes associated with physical changes are generally smaller than those for chemical changes.
Higher concentration means more reactant particles in the same amount of space.
This increases the frequency of collisions between reactant particles and therefore increases the rate of reaction.
As pressure increases, the space in which the gas particles are moving becomes smaller.
The gas particles become closer together, increasing the frequency of collisions and therefore increasing the rate of reaction.
At a higher temperature, particles have more energy and move faster, increasing the frequency of collisions.
More importantly, a larger proportion of particles is able to overcome the activation energy, increasing the frequency of successful collisions.
At higher temperatures, more particles have sufficient energy to overcome the activation energy barrier.
This results in a larger proportion of successful collisions.
The smaller pieces have a larger surface area.
This means that there are more solid particles exposed to collide with, resulting in more frequent collisions and a faster rate of reaction.
A catalyst provides an alternative reaction pathway with a lower activation energy.
A larger proportion of particles can therefore overcome the activation energy barrier, increasing the frequency of successful collisions and increasing the rate of reaction.
The distribution of particle energies does not change.
The activation energy is lowered, so a larger proportion of particles is able to overcome the activation energy barrier.
A large activation energy means that the bonds within the reactants must be strong and a considerable amount of energy will be required to break them.
A reaction with a large activation energy will have a slow rate.
A small activation energy means that the reactant bonds are weak and it does not require much energy to break them.
The rate of such a reaction is much faster.