The volume will increase as the piston moves downward. If the cylinder is sealed and the gas can not escape, the pressure in the cylinder will decrease. If the cylinder has a small opening as in a motor, the higher pressure outside will push in air that will mix with fuel to ignite when the spark plug is fired.
(Supv note: it is not possible to have negative pressure. You can have zero pressure but not a deficit.)
If the temperature remains constant, decreasing the volume will increase the pressure.
The pressure increases. Initially, when the gas is compressed, it will also usually heat up.
the volume of the gas increases.
Gas particles become compressed.
Noonan?
Decrease, 4
If the gas is confined by volume then the temperature must decrease. Given by the ideal gas equation pv=nrt on the left pressure time volume. If the volume is constant then the decrease in value of the left hand side of the equation has to compensated by a change in the right hand side. n= no of moles (a measure of the number of atoms present) R= gas constant so the only variable is T temperature which must decrease
The pressure will increase, proportionally to the decrease in volume. The Gas Law is PV=RT; then PdV + VdP = 0 if the Temperature stays constant.
According to Avogadro's Law, the number of moles is proportional to the volume. Therefore, if the number of moles of gas decreases, the volume also decreases.
As the pressure increases, the volume wil decrease.
In general, increasing the diameter of a piston will only increase the volume of fluid the pump will move. Increasing the stroke, however, will increase pressure. The piston will rise higher in the cylinder to more fully compress the volume of fluid contained.
Volume decrease.
Decrease, 4
The volume decrease.
For a given volume and pressure, the mass of the air contained in that volume (density) will decrease as the temperature increases.
must decrease
no, because there will be no change in volume
decrease :)
The density will decrease
The volume decrease and the density increase.
Volume increases with increase in temperature, and decreases with decrease in temperature.
If volume increases while mass remains the same, the density will decrease.