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Class XI Chemistry
Mole Concept
Prepared By: Sachin Kantha
What is a Mole?
• Mole is a number just like 1 dozen = 12, 1 Score =
20, 1 Gross= 144
• 1 Mole = 6.022*10^23 = Avogadro Number (NA)
– 1 Mole Apples = 6.022*10^23 Apples
– 2 Mole Apples = 2*6.022*10^23 Apples
– 1 Mole Carbon Atoms= 6.022*10^23 Atoms of Carbon
– 5 Mole Carbon Atoms = 5*6.022*10^23 Atoms of
Carbon
Bharti Study Circle 2
Atomic Mass of C atom
• 1 Carbon (C) atom contains 6 Protons, 6 Neutrons and
6 electrons
• Atomic Mass of C = Mass of 1 atom of C = Mass of 6
Protons + Mass of 6 Neutrons + Mass of 6 electrons
• Mass of Proton = Mass of Neutron = 1.67*10^-24 gm =
1 Atomic Mass Unit (amu) = 1 u
• Mass of Electron = 9.1*10^-28 gm = 1/1837*Mass of
Proton/Neutron. Hence, mass of electron is considered
negligible as compared to mass of proton/neutron.
• Hence, Atomic Mass of C = Mass of 6 Protons + Mass of
6 Neutrons = 12 amu. Or 1 amu = 1/12th of mass of 1 C
atom = 1.67*10^-24 gm
Bharti Study Circle 3
Molar Mass of Atom
• Since Atomic Mass of C = Mass of 1 atom of C =
Mass of 6 Protons + Mass of 6 Neutrons = 12 amu
= 12 *1.67*10^-24 gm
• Hence Mass of 1 mole of C atom = Mass of
6.022*10 ^23 atoms of C = (6.022*10 ^23)*(12
*1.67*10^-24 gm) = 12 gm = Gram Atomic Mass
(GAM) of C = Molar Mass of C atom = Atomic
Mass of C in grams
• (6.022*10 ^23 = NA)*(1.67*10^-24 gm = 1 amu) =
1 gm
Bharti Study Circle 4
NA * 1 amu = 1 gm
Questions
Q1: Find the molar mass or GAM of Oxygen (O) atom.
A1: 1 atom of O contains 8 Protons, 8 Neutrons and 8 electrons.
Atomic Mass of O = Mass of 8 Protons + Mass of 8 Neutrons (As mass of electron is negligible
compared to mass of proton/neutron)
Atomic Mass of O = 8 amu + 8 amu = 16 amu
Molar Mass = GAM of O atom = Mass of 1 mole of O atoms = (6.022*10 ^23)*(16 *1.67*10^-24
gm) = 16 gm [As (6.022*10 ^23)*(1.67*10^-24 = 1]
Or Simply Molar Mass of O atom = Atomic Mass of O in gm = 16 gm
Q2: Find number of moles of O atoms present in 64 gm of O atom.
A2: Molar Mass of O atom = Mass of 1 mole of O atoms = 16 gm
16 gm of O atoms contains 1 mole of O atom
1 gm of O atom contains 1/16 moles of O atom
64 gm of O atom contains 1/16*64= 4 moles of O atom
By using above formula, Number of Moles of O atom = 64gm/16gm= 4
Bharti Study Circle 5
Number of Moles = Mass Given/Molar Mass
Questions
Q3: Find number of moles of atoms present in
i. 28 gm of N atoms
ii. 32 gm of S atoms
iii. 14 gm of H atoms
A3: Number of Moles = Mass Given/Molar Mass
i. Molar Mass of N = 14 gm. Hence, Number of moles
of N in 28 gm of N atoms = 28 gm/14 gm = 2
ii. Molar Mass of S = 32 gm. Hence, Number of moles of
S in 32 gm of S atoms = 32 gm/32 gm = 1
iii. Molar Mass of H = 1 gm. Hence, Number of moles of
H in 14 gm of H atoms = 14 gm/1 gm = 14
Bharti Study Circle 6
Molecular Mass
• Molecular Mass = Sum Total of Mass of Individual
Atoms in the Molecule. For example:
 Molecular Mass of O2 molecule = Mass of 2 atoms of O
= 2* 16 amu = 32 amu
 Molecular Mass of NH3 molecule = Mass of 1 atom of
N + Mass of 3 atoms of H = 1* 14 amu + 3 * 1 amu =
17 amu
 Molecular Mass of H2SO4molecule = Mass of 2 atoms
of H + Mass of 1 atom of S + Mass of 4 atoms of O =
2* 1 amu + 1 * 32 amu + 4 * 16 amu = 98 amu
Bharti Study Circle 7
Molar Mass of Molecule
• Molar Mass of a Molecule = Mass of 1 mole of molecules =
Mass of 6.022*10 ^23 molecules = Gram Molecular Mass
(GMM) = Molecular Mass expressed in gm.
• For example:
 Molar Mass of O2 molecule = Mass of 6.022*10 ^23 molecules
of O2 = (6.022*10 ^23) * (Molecular Mass of O2 molecule) =
(6.022*10 ^23) * 32 amu = 32 gm [As (6.022*10 ^23) * 1 amu =
1 gm]
 Molar Mass of NH3 molecule = Mass of 6.022*10 ^23 molecules
of NH3 = (6.022*10 ^23) * (Molecular Mass of NH3 molecule) =
(6.022*10 ^23) * 17 amu = 17 gm
 Molar Mass of H2SO4molecule = Mass of 6.022*10 ^23
molecules of H2SO4 = (6.022*10 ^23) * (Molecular Mass of
NH2SO4 molecule) = (6.022*10 ^23) * 98 amu = 98 gm
Bharti Study Circle 8
Questions
Q4: Find molar mass of
i. N atom
ii. N2 molecule
iii. S atom
iv. S8 molecule
A4: Molar Mass = Atomic Mass/Molecular Mass
expressed in gm. Hence, molar mass
i. N atom = 14 gm
ii. N2 molecule = 2 * 14 gm = 28 gm
iii. S atom = 32 gm
iv. S8 molecule = 8 * 32 gm = 256 gm
Bharti Study Circle 9
Questions
Q5: Find number of moles of O2 molecule in 64 gm
of O2 gas. Also, find the total number of O atoms.
A5: Number of moles of O2 molecule = Mass Given/
Molar Mass of O2 molecule = 64 gm/32 gm = 2
Since 1 molecule of O2 molecule contains 2 atoms of
O.
Hence, 1 mole of O2 molecule contains 6.022*10 ^23
molecules of O2 =2 * 6.022*10 ^23 atoms of O.
Hence, 2 moles of O2 molecule contains 2 *
6.022*10 ^23 molecules of O2 =2 * 2 * 6.022*10
^23 atoms of O = 4 * 6.022*10 ^23 atoms of O.
Bharti Study Circle 10
Questions
Q6: Find in 98 gm of H2SO4
i. Moles of H2SO4 molecule
ii. Moles of S atoms
iii. Number of S atoms
iv. Moles of H atoms
v. Gram atom of H
vi. Mass of S atom
vii. Moles of O atoms
A6:
i. Moles of H2SO4 molecule = Mass Given/ Molar Mass = 98 gm/98 gm = 1
ii. Since 1 molecule of H2SO4 contains 1 atom of S. Similarly, 1 mole of H2SO4 shall contain 1
mole of S atoms
iii. 1 mole of S atoms contains 6.022*10 ^23 atoms of S
iv. Since 1 molecule of H2SO4 contains 2 atom of H. Similarly, 1 mole of H2SO4 shall contain 2
moles of H atoms
v. Gram atom of H = Number of moles of H = 2
vi. Mass of S atom = Number of moles of S atom * Molar Mass of S atom = 1 mole * 32
gm/mole = 32 gm
vii. Since 1 molecule of H2SO4 contains 4 atoms of O. Similarly, 1 mole of H2SO4 shall contain 4
moles of O atoms
Bharti Study Circle 11
Molar Volume of Ideal Gas
• 1 mole of any ideal gas at STP occupies 22.4
litres (L) of Volume
Note: Standard Temperature and Pressure implies
 Temperature = 273K and
 Pressure = 1 atm = 760 mm of Hg
• 1 L = 1 dm ^3 = 1000 ml = 1000 cm ^3
Bharti Study Circle 12
Number of moles = Volume Given/ Molar Volume = Volume Given/ 22.4 L
Questions
Q7: Find volume occupied by 3 moles of CO2 at STP.
A7: Number of moles = 3
Hence, Volume = Number of moles * 22.4 L = 3 *
22.4 L = 67.2 L
Q8: Find number of moles of O3 gas present in 5.6
dm ^3 of O3 gas at STP.
A7: Number of moles = Volume Given/ 22.4 dm ^3
= 5.6 dm ^3 /22.4 dm ^3 = 0.25
Bharti Study Circle 13
Questions
Q8: Find number of atoms of H present in 11.2 L of
H2 gas at STP.
A8: Number of moles of H2 = Volume Given/ 22.4 L
= 11.2 L/22.4 L = 0.5 moles
1 molecule of H2 gas contains 2 atoms of H
1 mole of H2 contains 2 moles of H atoms
0.5 moles of H2 contains 2 * 0.5 moles of H atoms =
1 mole of H atom = 6.022*10 ^23 atoms of H
Bharti Study Circle 14
Questions
Q9: Find volume occupied by 8 gm of O2 gas at STP.
A9: Number of moles of O2 gas = Mass Given/ Molar Mass
= 8 gm/32 gm = 0.25 moles
Also, Number of Moles = Volume / 22.4 L
=> Volume = 0.25 * 22.4 L = 5.6 L
Q10: Find volume occupied by 128 gm of SO2 gas at STP.
A10: Number of moles of SO2 gas = Mass Given/ Molar
Mass = 128 gm/(32 gm + 2 *16 gm) = 2 moles
Also, Number of Moles = Volume / 22.4 L
=> Volume = 2 * 22.4 L = 44.8 L
Bharti Study Circle 15
Questions
Q11: Find mass of H2 required and NH3 produced from 14 gm of N2 gas in
below Haber’s reaction
N2 (g) + H2 (g) -> NH3 (g)
A11: First step is to balance the chemical equation:
N2 (g) + 3 H2 (g) -> 2 NH3 (g)
Number of moles of N2 gas = Mass Given/ Molar Mass of N2 gas = 14 gm/28
gm = 0.5 moles
As per above balanced equation:
1 mole of N2 requires 3 moles of H2 and produces 2 moles of NH3
=> 0.5 moles of N2 requires 1.5 moles of H2 and produces 1 mole of NH3
 Mass of H2 = Number of moles * Molar Mass of H2 = 1.5 * 2 gm = 3 gm
 Mass of NH3 = Number of moles * Molar Mass of NH3 = 2 * 17 gm = 34 gm
Bharti Study Circle 16
Questions
Q12: If 16 gm of CH4 is burnt, find mass and volume of CO2
produced.
CH4 (g) + O2 (g) -> CO2 (g) + H2O (l)
A12: First step is to balance the chemical equation:
CH4 (g) + 2 O2 (g) -> CO2 (g) + 2 H2O (l)
Number of moles of CH4 gas = Mass Given/ Molar Mass of CH4 gas = 16
gm/( 12 gm + 4 * 1 gm = 16 gm) = 1 mole
As per above balanced equation:
1 mole of CH4 produces 1 mole of CO2. Hence,
 Mass of 1 mole of CO2 = 12 gm + 2 * 16 gm = 44 gm
 Volume of 1 mole of CO2 = 1 * 22.4 L = 22.4 L
Bharti Study Circle 17
Questions
Q13: Find mass of O2 required /CO2 produced when 5.8 gm of butane (C4H10) is burnt.
A13: First step is to balance the chemical equation:
2 C4H10 (g) + 13 O2 (g) -> 8 CO2 (g) + 10 H2O (l)
Number of moles of C4H10 gas = Mass Given/ Molar Mass of C4H10 gas = 5.8 gm/( 4 *12
gm + 10 * 1 gm = 58 gm) = 0.1 mole of C4H10 gas
As per above balanced equation:
2 moles of C4H10 requires 13 moles of O2 gas to produce 8 moles of CO2 => 1 mole of
C4H10 requires 13/2 (=6.5) moles of O2 gas to produce 8/2 (=4) moles of CO2
 Moles of O2 required by 0.1 mole of C4H10 = 0.1 * 6.5 moles = 0.65 moles of O2
 Mass of O2 produced = Number of moles * Molar Mass of O2 = 0.65 * 32 gm =
20.8 gm of O2
Similarly, Moles of CO2 produced by 0.1 mole of C4H10 = 0.1 * 4 moles = 0.4 moles of
CO2
 Mass of CO2 produced = Number of moles * Molar Mass of CO2 = 0.4 * (12 gm + 2
* 16 gm = 44 gm) = 17.6 gm of CO2
Bharti Study Circle 18

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Class XI Chemistry - Mole Concept

  • 1. Class XI Chemistry Mole Concept Prepared By: Sachin Kantha
  • 2. What is a Mole? • Mole is a number just like 1 dozen = 12, 1 Score = 20, 1 Gross= 144 • 1 Mole = 6.022*10^23 = Avogadro Number (NA) – 1 Mole Apples = 6.022*10^23 Apples – 2 Mole Apples = 2*6.022*10^23 Apples – 1 Mole Carbon Atoms= 6.022*10^23 Atoms of Carbon – 5 Mole Carbon Atoms = 5*6.022*10^23 Atoms of Carbon Bharti Study Circle 2
  • 3. Atomic Mass of C atom • 1 Carbon (C) atom contains 6 Protons, 6 Neutrons and 6 electrons • Atomic Mass of C = Mass of 1 atom of C = Mass of 6 Protons + Mass of 6 Neutrons + Mass of 6 electrons • Mass of Proton = Mass of Neutron = 1.67*10^-24 gm = 1 Atomic Mass Unit (amu) = 1 u • Mass of Electron = 9.1*10^-28 gm = 1/1837*Mass of Proton/Neutron. Hence, mass of electron is considered negligible as compared to mass of proton/neutron. • Hence, Atomic Mass of C = Mass of 6 Protons + Mass of 6 Neutrons = 12 amu. Or 1 amu = 1/12th of mass of 1 C atom = 1.67*10^-24 gm Bharti Study Circle 3
  • 4. Molar Mass of Atom • Since Atomic Mass of C = Mass of 1 atom of C = Mass of 6 Protons + Mass of 6 Neutrons = 12 amu = 12 *1.67*10^-24 gm • Hence Mass of 1 mole of C atom = Mass of 6.022*10 ^23 atoms of C = (6.022*10 ^23)*(12 *1.67*10^-24 gm) = 12 gm = Gram Atomic Mass (GAM) of C = Molar Mass of C atom = Atomic Mass of C in grams • (6.022*10 ^23 = NA)*(1.67*10^-24 gm = 1 amu) = 1 gm Bharti Study Circle 4 NA * 1 amu = 1 gm
  • 5. Questions Q1: Find the molar mass or GAM of Oxygen (O) atom. A1: 1 atom of O contains 8 Protons, 8 Neutrons and 8 electrons. Atomic Mass of O = Mass of 8 Protons + Mass of 8 Neutrons (As mass of electron is negligible compared to mass of proton/neutron) Atomic Mass of O = 8 amu + 8 amu = 16 amu Molar Mass = GAM of O atom = Mass of 1 mole of O atoms = (6.022*10 ^23)*(16 *1.67*10^-24 gm) = 16 gm [As (6.022*10 ^23)*(1.67*10^-24 = 1] Or Simply Molar Mass of O atom = Atomic Mass of O in gm = 16 gm Q2: Find number of moles of O atoms present in 64 gm of O atom. A2: Molar Mass of O atom = Mass of 1 mole of O atoms = 16 gm 16 gm of O atoms contains 1 mole of O atom 1 gm of O atom contains 1/16 moles of O atom 64 gm of O atom contains 1/16*64= 4 moles of O atom By using above formula, Number of Moles of O atom = 64gm/16gm= 4 Bharti Study Circle 5 Number of Moles = Mass Given/Molar Mass
  • 6. Questions Q3: Find number of moles of atoms present in i. 28 gm of N atoms ii. 32 gm of S atoms iii. 14 gm of H atoms A3: Number of Moles = Mass Given/Molar Mass i. Molar Mass of N = 14 gm. Hence, Number of moles of N in 28 gm of N atoms = 28 gm/14 gm = 2 ii. Molar Mass of S = 32 gm. Hence, Number of moles of S in 32 gm of S atoms = 32 gm/32 gm = 1 iii. Molar Mass of H = 1 gm. Hence, Number of moles of H in 14 gm of H atoms = 14 gm/1 gm = 14 Bharti Study Circle 6
  • 7. Molecular Mass • Molecular Mass = Sum Total of Mass of Individual Atoms in the Molecule. For example:  Molecular Mass of O2 molecule = Mass of 2 atoms of O = 2* 16 amu = 32 amu  Molecular Mass of NH3 molecule = Mass of 1 atom of N + Mass of 3 atoms of H = 1* 14 amu + 3 * 1 amu = 17 amu  Molecular Mass of H2SO4molecule = Mass of 2 atoms of H + Mass of 1 atom of S + Mass of 4 atoms of O = 2* 1 amu + 1 * 32 amu + 4 * 16 amu = 98 amu Bharti Study Circle 7
  • 8. Molar Mass of Molecule • Molar Mass of a Molecule = Mass of 1 mole of molecules = Mass of 6.022*10 ^23 molecules = Gram Molecular Mass (GMM) = Molecular Mass expressed in gm. • For example:  Molar Mass of O2 molecule = Mass of 6.022*10 ^23 molecules of O2 = (6.022*10 ^23) * (Molecular Mass of O2 molecule) = (6.022*10 ^23) * 32 amu = 32 gm [As (6.022*10 ^23) * 1 amu = 1 gm]  Molar Mass of NH3 molecule = Mass of 6.022*10 ^23 molecules of NH3 = (6.022*10 ^23) * (Molecular Mass of NH3 molecule) = (6.022*10 ^23) * 17 amu = 17 gm  Molar Mass of H2SO4molecule = Mass of 6.022*10 ^23 molecules of H2SO4 = (6.022*10 ^23) * (Molecular Mass of NH2SO4 molecule) = (6.022*10 ^23) * 98 amu = 98 gm Bharti Study Circle 8
  • 9. Questions Q4: Find molar mass of i. N atom ii. N2 molecule iii. S atom iv. S8 molecule A4: Molar Mass = Atomic Mass/Molecular Mass expressed in gm. Hence, molar mass i. N atom = 14 gm ii. N2 molecule = 2 * 14 gm = 28 gm iii. S atom = 32 gm iv. S8 molecule = 8 * 32 gm = 256 gm Bharti Study Circle 9
  • 10. Questions Q5: Find number of moles of O2 molecule in 64 gm of O2 gas. Also, find the total number of O atoms. A5: Number of moles of O2 molecule = Mass Given/ Molar Mass of O2 molecule = 64 gm/32 gm = 2 Since 1 molecule of O2 molecule contains 2 atoms of O. Hence, 1 mole of O2 molecule contains 6.022*10 ^23 molecules of O2 =2 * 6.022*10 ^23 atoms of O. Hence, 2 moles of O2 molecule contains 2 * 6.022*10 ^23 molecules of O2 =2 * 2 * 6.022*10 ^23 atoms of O = 4 * 6.022*10 ^23 atoms of O. Bharti Study Circle 10
  • 11. Questions Q6: Find in 98 gm of H2SO4 i. Moles of H2SO4 molecule ii. Moles of S atoms iii. Number of S atoms iv. Moles of H atoms v. Gram atom of H vi. Mass of S atom vii. Moles of O atoms A6: i. Moles of H2SO4 molecule = Mass Given/ Molar Mass = 98 gm/98 gm = 1 ii. Since 1 molecule of H2SO4 contains 1 atom of S. Similarly, 1 mole of H2SO4 shall contain 1 mole of S atoms iii. 1 mole of S atoms contains 6.022*10 ^23 atoms of S iv. Since 1 molecule of H2SO4 contains 2 atom of H. Similarly, 1 mole of H2SO4 shall contain 2 moles of H atoms v. Gram atom of H = Number of moles of H = 2 vi. Mass of S atom = Number of moles of S atom * Molar Mass of S atom = 1 mole * 32 gm/mole = 32 gm vii. Since 1 molecule of H2SO4 contains 4 atoms of O. Similarly, 1 mole of H2SO4 shall contain 4 moles of O atoms Bharti Study Circle 11
  • 12. Molar Volume of Ideal Gas • 1 mole of any ideal gas at STP occupies 22.4 litres (L) of Volume Note: Standard Temperature and Pressure implies  Temperature = 273K and  Pressure = 1 atm = 760 mm of Hg • 1 L = 1 dm ^3 = 1000 ml = 1000 cm ^3 Bharti Study Circle 12 Number of moles = Volume Given/ Molar Volume = Volume Given/ 22.4 L
  • 13. Questions Q7: Find volume occupied by 3 moles of CO2 at STP. A7: Number of moles = 3 Hence, Volume = Number of moles * 22.4 L = 3 * 22.4 L = 67.2 L Q8: Find number of moles of O3 gas present in 5.6 dm ^3 of O3 gas at STP. A7: Number of moles = Volume Given/ 22.4 dm ^3 = 5.6 dm ^3 /22.4 dm ^3 = 0.25 Bharti Study Circle 13
  • 14. Questions Q8: Find number of atoms of H present in 11.2 L of H2 gas at STP. A8: Number of moles of H2 = Volume Given/ 22.4 L = 11.2 L/22.4 L = 0.5 moles 1 molecule of H2 gas contains 2 atoms of H 1 mole of H2 contains 2 moles of H atoms 0.5 moles of H2 contains 2 * 0.5 moles of H atoms = 1 mole of H atom = 6.022*10 ^23 atoms of H Bharti Study Circle 14
  • 15. Questions Q9: Find volume occupied by 8 gm of O2 gas at STP. A9: Number of moles of O2 gas = Mass Given/ Molar Mass = 8 gm/32 gm = 0.25 moles Also, Number of Moles = Volume / 22.4 L => Volume = 0.25 * 22.4 L = 5.6 L Q10: Find volume occupied by 128 gm of SO2 gas at STP. A10: Number of moles of SO2 gas = Mass Given/ Molar Mass = 128 gm/(32 gm + 2 *16 gm) = 2 moles Also, Number of Moles = Volume / 22.4 L => Volume = 2 * 22.4 L = 44.8 L Bharti Study Circle 15
  • 16. Questions Q11: Find mass of H2 required and NH3 produced from 14 gm of N2 gas in below Haber’s reaction N2 (g) + H2 (g) -> NH3 (g) A11: First step is to balance the chemical equation: N2 (g) + 3 H2 (g) -> 2 NH3 (g) Number of moles of N2 gas = Mass Given/ Molar Mass of N2 gas = 14 gm/28 gm = 0.5 moles As per above balanced equation: 1 mole of N2 requires 3 moles of H2 and produces 2 moles of NH3 => 0.5 moles of N2 requires 1.5 moles of H2 and produces 1 mole of NH3  Mass of H2 = Number of moles * Molar Mass of H2 = 1.5 * 2 gm = 3 gm  Mass of NH3 = Number of moles * Molar Mass of NH3 = 2 * 17 gm = 34 gm Bharti Study Circle 16
  • 17. Questions Q12: If 16 gm of CH4 is burnt, find mass and volume of CO2 produced. CH4 (g) + O2 (g) -> CO2 (g) + H2O (l) A12: First step is to balance the chemical equation: CH4 (g) + 2 O2 (g) -> CO2 (g) + 2 H2O (l) Number of moles of CH4 gas = Mass Given/ Molar Mass of CH4 gas = 16 gm/( 12 gm + 4 * 1 gm = 16 gm) = 1 mole As per above balanced equation: 1 mole of CH4 produces 1 mole of CO2. Hence,  Mass of 1 mole of CO2 = 12 gm + 2 * 16 gm = 44 gm  Volume of 1 mole of CO2 = 1 * 22.4 L = 22.4 L Bharti Study Circle 17
  • 18. Questions Q13: Find mass of O2 required /CO2 produced when 5.8 gm of butane (C4H10) is burnt. A13: First step is to balance the chemical equation: 2 C4H10 (g) + 13 O2 (g) -> 8 CO2 (g) + 10 H2O (l) Number of moles of C4H10 gas = Mass Given/ Molar Mass of C4H10 gas = 5.8 gm/( 4 *12 gm + 10 * 1 gm = 58 gm) = 0.1 mole of C4H10 gas As per above balanced equation: 2 moles of C4H10 requires 13 moles of O2 gas to produce 8 moles of CO2 => 1 mole of C4H10 requires 13/2 (=6.5) moles of O2 gas to produce 8/2 (=4) moles of CO2  Moles of O2 required by 0.1 mole of C4H10 = 0.1 * 6.5 moles = 0.65 moles of O2  Mass of O2 produced = Number of moles * Molar Mass of O2 = 0.65 * 32 gm = 20.8 gm of O2 Similarly, Moles of CO2 produced by 0.1 mole of C4H10 = 0.1 * 4 moles = 0.4 moles of CO2  Mass of CO2 produced = Number of moles * Molar Mass of CO2 = 0.4 * (12 gm + 2 * 16 gm = 44 gm) = 17.6 gm of CO2 Bharti Study Circle 18