9. Water gas is a 1:1 mole ratio of CO (g) and H, (g). It is burned in air: 2CO(g) + O,(g) 2CO,(g) A,H =-566 kJ mol > %3D 2H,(g) + O2(g) - → 2H,0(1) A,H =-571.7 kJ mol (1) Find the number of moles of CO (g) and H, (g) present in 50.0 g of water gas. (Remember that they are present in a 1: 1 mole ratio). (2) Use the preceding thermochemical equations to find the enthalpy change when 50.0 g of water gas are burned in air.

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9. Water gas is a 1:1 mole ratio of CO (g) and H, (g). It is burned in air:
2C0(g) + O,(g)
2CO,(g)
A,H =-566 kJ mol
-1
2H,(g) + O,(g) -
2H,0(1)
A,H =-571.7 kJ · mol
>
(1) Find the number of moles of CO (g) and H, (g) present in 50.0 g of water gas. (Remember that they are
present in a 1: 1 mole ratio).
(2) Use the preceding thermochemical equations to find the enthalpy change when 50.0 g of water gas are
burned in air.
Transcribed Image Text:9. Water gas is a 1:1 mole ratio of CO (g) and H, (g). It is burned in air: 2C0(g) + O,(g) 2CO,(g) A,H =-566 kJ mol -1 2H,(g) + O,(g) - 2H,0(1) A,H =-571.7 kJ · mol > (1) Find the number of moles of CO (g) and H, (g) present in 50.0 g of water gas. (Remember that they are present in a 1: 1 mole ratio). (2) Use the preceding thermochemical equations to find the enthalpy change when 50.0 g of water gas are burned in air.
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