This is Boyle's law which holds true as long as the temperature is constant.
Decreases.
Robert Boyle
Robert Boyle! :)
,mnklnhdfcgv ghhfu jhfkgdf utfgjkdf idhedujed jfhdjd
Assuming pressure is constant, like you said, volume and temperature have a direct relationship. As temperature increases, volume increases; as temperature decreases, volume decreases. Setting up a algebraic direct proportion, you get approximately 3.84 liters for the balloon at 285 degrees K.
As a given mass of gas is allowed more volume, pressure decreases. volume is a measure of space, and because gas can be compressed to fit in small volumes, the increase of volume on a gas does not imply an increase in amount of gas, simply space that it is allowed to spread through.
When the area over which a force is applied decreases, the average force applied over said area increases. In other words, the pressure (force/area) increases.
Boyle, Gay-Lussac & Charles, combined Robert Boyle (Irish, 1662) Edme Mariotte (French, 1676) These 2 guys invited this general idea for gas in about the same time. Gay-Lussac-Charles (1787): pV=const.(in the perfect gas). This guy calculated that volume of gas adequately increases, when pressure decreases. And other way round. However, this theory does not work for in real enviromnent.
ballai
7 letters
copper
When two values are inversely proportional, one value increases as the other decreases, keeping their product constant. In mathematical terms, this relationship can be expressed as y = k/x, where y and x are the two values and k is the constant of proportionality. Examples include the relation between speed and time to travel a certain distance, or pressure and volume of a gas at constant temperature.