A gas evolved during a chemical reaction and has a volume of 612 mL at 34...

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A gas evolved during a chemical reaction and has a volume of 612 mL at 34 °C and 1,191 torr. What was the volume of this gas in mL at 119 °C and 4.23 atmospheres? Just put in the number. The assumption is the unit is mL. A sample of aluminum metal reacts completely with an excess of hydrochloric acid: 2 Al(s) + 6 HCl(aq) --> 2AlCl3(aq) + 3 H₂(g) The hydrogen gas produced is collected over water at 28.0 °C, so that there was a mixture of water vapor and hydrogen in the gas state. The water vapor was then removed with a drying agent so that the gas is pure hydrogen.The volume of the pure gas is 1,012 mL, and the total pressure in the gas collection vessel with just hydrogen, H₂ gas is 113.2 kpa (kilopascal). Calculate the mass of aluminum metal that reacted in grams. Just put in the number. The assumption is the unit is grams. 1 atm = 760 torr = 760 mmHg = 101,325 pa = 101.325 kpa 1.01325 barr = 14.696 p.s.i. = 29.921 inHg = (inHg and p.s.i. are approximations of the metric pressures and are subject to significant figures) A gas evolved during a chemical reaction and has a volume of 612 mL at 34 °C and 1,191 torr. What was the volume of this gas in mL at 119 °C and 4.23 atmospheres? Just put in the number. The assumption is the unit is mL. A sample of aluminum metal reacts completely with an excess of hydrochloric acid: 2 Al(s) + 6 HCl(aq) --> 2AlCl3(aq) + 3 H₂(g) The hydrogen gas produced is collected over water at 28.0 °C, so that there was a mixture of water vapor and hydrogen in the gas state. The water vapor was then removed with a drying agent so that the gas is pure hydrogen.The volume of the pure gas is 1,012 mL, and the total pressure in the gas collection vessel with just hydrogen, H₂ gas is 113.2 kpa (kilopascal). Calculate the mass of aluminum metal that reacted in grams. Just put in the number. The assumption is the unit is grams. 1 atm = 760 torr = 760 mmHg = 101,325 pa = 101.325 kpa 1.01325 barr = 14.696 p.s.i. = 29.921 inHg = (inHg and p.s.i. are approximations of the metric pressures and are subject to significant figures)