Robert BoyleJacques Charles January 25, 1625-December 31, 1691 History Robert Boyle was a 17th century philosopher, chemist, and physicist. He is better(p) know for Boyles Law. He is the fo under of upstart chemistry. November 12, 1746-April 7, 1823 History Jacques Charles was a French inventor, scientist, mathematician, and b all in alloonist. Charles was born in Beaugency-sur-Loire in 1746; He married Julie FranÃ§oise Bouchaud stilbesterol HÃ©rettes in 17841817. Boyles police force describes the inversely comparative kinship between the infrangible squelch and chroma of a gas, if the temperature is unplowed changeless within a closed system. The formula for Boyles law is P1V1Â = P2V2. A hoops has a slew of 10.0 L at a draw of 101 kPa. What will be the new volume when the blackmail drops to 43.0 kPa? Formula- P1Â = 101 kPa P2= 43.0 kPa V1Â = 10.0 L V2Â = ? V2Â = (101 kPa) (10.0 L) /43.0 kPa= 23.5 L Charles law too cognise as the law of volumes, describes how gases tend to expand when heated. It was first moody published by philosopher Joseph Louis Gay-Lussac in 1802, but he charge it to Jacques Charles, and named the law in his honor. Around 1787 Charles did an experiment where he strike up 5 balloons to the corresponding volume with different gases.
He thence raised the temperature of the balloons to 80 degrees C and not codswallopd that they all change magnitude in volume by the same amount. There was a relationship between the volume and temperature of a gas. Charles Law states that under constant pressur e, an ideal volume is proportional to its ab! solute temperature. The volume of a gas at constant pressure increases with the absolute temperature of the gas. The formula for Charles Law is V1/T1Â = V2/T2. What would be the volume of a 2.0 L balloon at 25.0 Degrees C, which was placed in a container of ice water at 3.0 Degrees C? Formula- V1/T1Â = V2/T2. V1= 2.0 L V2= ? T1= 25.0 Celcius+273= 298 K T2=3.0 Celcicus+273= 276 K V2= (2.0 L) (276 K)/298 K=...If you wish to get a full essay, order it on our website: OrderCustomPaper.com
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