Weboxygen in product therefore it follows the law of conservation of mass. (ii) The total mass of reactants = total mass of product; therefore, the law of multiple proportions is followed. (iii) Amount of Fe2O3 can be increased by taking any one of … WebMay 31, 2014 · 64 g Oxygen means that it has 2 moles of Oxygen 11.2L Oxygen means it has 0.5 mole 6.022 × 10^23 means it has 1 mole of Oxygen NOW ACCORDING TO THE QUESTION, 2 moles - 1 mole - 0.5 mole = 0.5 mol 0.5 mole of Oxygen = 16g
1 liter of oxygen gas at stp will have mass of _grase - Brainly.in
WebAnswer: The ideal gas law makes some assumptions about gases that are not necessarily true. This means that the ideal gas law has some limitations. Explanation: For example, the ideal gas law makes an assumption that gas particles have no volume and are not attracted to each other. Here's why the idea gas law has limitations. WebOxygen gas weighing 64g is expanded from 1 atm to 0.25 atm at 30 oC. Calculate entropy change, assuming the gas to be ideal. Easy Solution Verified by Toppr n= m.wt.w = 3264=2 ΔS=2.303nRlog(P 1P 2) =2.303×2×8.314log(0.251)=23.053JK −1 Was this answer helpful? 0 0 Similar questions how much sugar does a lifesaver have
Solved 3) The figure shows a pV diagram for 64 g of …
WebNotice that the partial pressure for each of the gases increased compared to the pressure of the gas in the original container. This makes sense since the volume of both gases decreased, and pressure is inversely proportional to volume. We can now get the total pressure of the mixture by adding the partial pressures together using Dalton's Law: WebA 16.0-g sample of methane (CH 4) reacts with 64.0 g of oxygen gas in a container fitted with a piston (at 1.00 atm and 425 K).Methane can react with oxygen to form carbon dioxide and water vapor or carbon monoxide and water vapor. After the combustion reaction is complete, the gas density at the given conditions is observed to be 0.7282 g/L. Calculate … WebExample #8: A mixture of 14.0 grams of hydrogen, 84.0 grams of nitrogen, and 2.00 moles of oxygen are placed in a flask. When the partial pressure of the oxygen is 78.00 mm of mercury, what is the total pressure in the flask? Solution: 1) Determine the moles of each gas: nitrogen ---> 84.0 g / 28.014 g/mol = 2.9985 mol how much sugar does a lifesaver mint have