The formula PV = C is done by the Gas Law to measure pressure and volume's relationship.
0.035mol. Apply to PV=nRT
Use the Ideal Gas law ... PV = nRT n = number of moles. Temp must be kelvin not celsius. R is the ideal gas constant so ... n = PV/(RT) Substitute in appropriately and get an answer for # of moles. CO2 has a molar mass of 44 multiply moles by 44 to find mass in grams.
PV/T=PV/T 1.20 ATM * 150.0 ML / 25 C = 1.50 ATM * V / 20.0 C 1.20 ATM * 150.0 ML / 298 K = 1.50 ATM * V / 293.2 K 1.20 ATM * 150.0 ML / 298 K / 1.50 ATM * 293.2 K = V 118 ML = V
pV=ntR V= (.5)(35+273)(8.314)/1 =approx. 1280.4
The formula PV = C is done by the Gas Law to measure pressure and volume's relationship.
Boyle's Law
Boyle's Law, but it does go further than PV = c.
It may be Boyle's law, but there is not enough context in the question to be sure.
From the combined gas law, PV = nRT, solve for V.V = nRT/P = (5.10)(0.082)(283)/0.95 = 125 liters
Using the Ideal Gas Law pV=nRT, I can solve for T by isolating for it giving me T=pV/nR. n=0.57 mol, p=1.5 atm=151.875 kPa, R= gas constant= 8.314 kPaL/molK, and V=11.4 L. Calculating for T, I get an answer of 365.4... K. Changing that into Celsius which is Kelvin-273.15 and I get 92.197...°C. Round it to two significant digits and I get 92°C.
C.
0.035mol. Apply to PV=nRT
PV/T = PV/T ( forgot who's law that is ) need to convert C to K 30 C = 303.15 K (725 mmHg)(400 ml)/(303.15 K) = (650 mmHg)(X Vol)/(303.15 K) 197047.5X = 87913500 = 446 ml ---------------
Using ideal gas law...in metric units, thanks. 786 torr = 104658 Pa 900 mL = 0.0009 m3 22 C = 295.15 K R = 8.314 J/K-mol PV = nRT n = PV / RT = 104658 x 0.0009 / 8.314 x 295.15 = 0.0384 mol
Use the Ideal Gas law ... PV = nRT n = number of moles. Temp must be kelvin not celsius. R is the ideal gas constant so ... n = PV/(RT) Substitute in appropriately and get an answer for # of moles. CO2 has a molar mass of 44 multiply moles by 44 to find mass in grams.
I got 321.6mL. You use PV=nRT to find n, and plug that into PV=nRT with the new conditions to find the new volume.