The mass of 5.6L carbon dioxide at STP is
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Answered by
9
Explanation:
Using the ideal gas equation, we can solve for the number of moles:
PV=nRT
where:
P=pressure
V=volume
n=moles
R=universal constant (8.314kPa⋅Lmol⋅K)
T=temperature (Kelvin)
Recall that at STP conditions:
P=101.325 kPa
T=273.15 K
To solve for the number of moles of carbon dioxide gas, substitute your known values into the ideal gas equation:
PV=nRT
n=PVRT
n=(101.325kPa)(5.6L)(8.314kPa⋅Lmol⋅K)(273.15K)
n=(101.325kPa)(5.6L)(8.314kPa⋅Lmol⋅K)(273.15K)
n=0.2498580892 mol
n=0.25 mol (rounded to 2 significant figures)
∴, there are 0.25 mol in 5.6 L of CO2(g) at STP conditions.
hope it helps you
Using the ideal gas equation, we can solve for the number of moles:
PV=nRT
where:
P=pressure
V=volume
n=moles
R=universal constant (8.314kPa⋅Lmol⋅K)
T=temperature (Kelvin)
Recall that at STP conditions:
P=101.325 kPa
T=273.15 K
To solve for the number of moles of carbon dioxide gas, substitute your known values into the ideal gas equation:
PV=nRT
n=PVRT
n=(101.325kPa)(5.6L)(8.314kPa⋅Lmol⋅K)(273.15K)
n=(101.325kPa)(5.6L)(8.314kPa⋅Lmol⋅K)(273.15K)
n=0.2498580892 mol
n=0.25 mol (rounded to 2 significant figures)
∴, there are 0.25 mol in 5.6 L of CO2(g) at STP conditions.
hope it helps you
Answered by
14
If your mole concept is being clear .then I should have been solve this.it was a kinda simple.
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