The combustion of propane, C,Hg, in a gas fuelled car, produces CO,, which is expelled from the exhaust pipe as gas (g): C,H, . 502 3CO, 4H,0 What is the volume of CO, produced, during a day of summer, at the temperature of 40°Cand a pressure of 99.5 kPa when 19.5g of propane are burned in this reaction? (Note the molecular weight of C3Hs is 44.1 g mol). Select one: O a.24.0 m2 O b.31.2 dm O c 34.7 dm² O d.4.71 m? O e. 2.37 dm3

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The combustion of propane, C,Hs, in a gas fuelled car, produces CO,, which is expelled from the exhaust pipe as gas (g):
C,H
50
3CO,
4H,O
What is the volume of CO, produced, during a day of summer, at the temperature of 40°C and a pressure of 99.5 kPa when 19.5 g of propane
are burned in this reaction? (Note the molecular weight of C;H; is 44.1 g mol-).
Select one:
a. 24.0 m2
O b.31.2 dm
O c 34.7 dm
O d.4.71 m²
O e 2.37 dm
Finish attempt ..
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Transcribed Image Text:The combustion of propane, C,Hs, in a gas fuelled car, produces CO,, which is expelled from the exhaust pipe as gas (g): C,H 50 3CO, 4H,O What is the volume of CO, produced, during a day of summer, at the temperature of 40°C and a pressure of 99.5 kPa when 19.5 g of propane are burned in this reaction? (Note the molecular weight of C;H; is 44.1 g mol-). Select one: a. 24.0 m2 O b.31.2 dm O c 34.7 dm O d.4.71 m² O e 2.37 dm Finish attempt .. Previous page A Week 11 Student Feedback Jump to.. O QMplus Media A QMplus Hub Help & Support QMPLUS ARCHIVE LIBRARY LUELD G CU RRORT
Expert Solution
Step 1

The combustion reaction of propane is given by the following equation-

       C3H8 + 5O2 ---> 3CO2 + 5H2O

Given, weight of C3H8 = 19.5 g

then, moles of C3H8=given mass/molar mass 

                                    = 19.5g/44.1gmol-1

                                    = 0.442 mol

From the reaction, we have seen that

 1 mol of C3H8 react to form 3 moles of CO2

Then,

0.442 mol C3H8 produced=0.442×3 mol CO2

                                              = 1.326 mol CO2

To calculate the volume, we use ideal gas equation- PV = nRT

Given, P = 99.5 kPa = 99.5 × 103 Pa

                                   = 99.5 × 10-2 atm 

                                   = 0.995 atm 

               n = 1.326 mol 

               R = 0.083 L atm/mol K 

               T = 40°C = 313 K

 

 

 

 

 

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