Yes. However the volume of a gas must be constant or decreasing. If the volume is increasing then the pressure may not be increasing.
For apex the answer if False.
Yes. When the temperature increases the molecules are more excited and move farther apart. When the pressure decreases, the molecules also have more space and will fill the void.
At hIgher temperatures, the volume will be greater. This is caused by thermal expansion. As you add heat to the gas, it expands usually at a costant rate. There fore, it's volume Increases. However, it's mass will always remain constant.
As indicated by the Ideal Gas Laws, increasing temperature will tend to increase both volume and pressure. Of course, volume can't always increase, that depends upon the flexibility or inflexibility of the container that the gas is in, and if the volume does increase that will counteract the increase in pressure that would otherwise have happened. Temperature, pressure, and volume are all interconnected in a gas.
By Bernoulli's principle velocity head x pressure head is always constant So as velocity increases at the nozzle the pressure falls down automatically.
Pressure and Volume are indirectly propotional to each others. if you increase the Area the pressure will be decresed, and if you decrease the area of the applied pressure, the pressure will be automatically increased, Hence. Pressure if Indirectly propotional to Area.
Yes. When the temperature increases the molecules are more excited and move farther apart. When the pressure decreases, the molecules also have more space and will fill the void.
When pressure decreases, entropy increases. Increases in entropy correspond to pressure decreases and other irreversible changes in a system. Entropy determines that thermal energy always flows spontaneously from regions of higher temperature to regions of lower temperature, in the form of heat.
True.The Ideal Gas Law is PV = nRT, where P is pressure, V is volume, n is the amount of gas, R is the gas constant, and T is temperature. You can see clearly that, all other things being equal, pressure is directly proportional to temperature.
The slope of a temperature vs time graph shows the rate of change of temperature. The slope will be positive if the temperature is increasing with time and negative if it is decreasing.
At hIgher temperatures, the volume will be greater. This is caused by thermal expansion. As you add heat to the gas, it expands usually at a costant rate. There fore, it's volume Increases. However, it's mass will always remain constant.
Increasing the temperature of the reaction will always increase the rate, though the actual yield will depend on whether the reaction is exothermic or endothermic. Increasing the pressure of the... Read More
In general, but not always, increasing the temperature will increase the rate of the forward reaction. This is because an increase in temperature increases the speed at which the molecules move, increasing the kinetic energy, and thus making it easier to reach the activation energy. Of course, this is true only for endothermic reactions. If the reaction is exothermic, then increasing the temperature will slow down the forward reaction.
As indicated by the Ideal Gas Laws, increasing temperature will tend to increase both volume and pressure. Of course, volume can't always increase, that depends upon the flexibility or inflexibility of the container that the gas is in, and if the volume does increase that will counteract the increase in pressure that would otherwise have happened. Temperature, pressure, and volume are all interconnected in a gas.
It usually decreases.
The temperature
Unfortunately the average temperature of the Earth is increasing. See global warming.
The air pressure has no effect. The static air pressure p_ and the density ρ of air (air density) are proportional at the same temperature. The ratio p_ / ρ is always constant, on a high mountain or even on sea level altitude. That means, the ratio p_ / ρ is always constant on a high mountain, and even at "sea level". The static atmospheric pressure p_ and the density of air ρ go always together. The ratio stays constant. When calculating the speed of sound, forget the atmospheric pressure, but look accurately at the very important temperature. The speed of sound varies with altitude (height) only because of the changing temperature there.