This chemical equation represents a reaction: 2 ICl (9) L (9) + 3Cl (g) Suppose a closed flask contains only gaseous ICl,, and the concentration of ICl, is 0.10 M. How will these initial conditions affect the progress of the reaction? The concentration of the reactant will decrease, and the concentrations of the products will increase, until the concentration of each product equals 0.10 M. O The concentrations of the reactant and the products will increase until the concentration of each product equals 0.10 M. The concentration of the reactant will decrease, and the concentrations of the products will increase, until the rate of the forward reaction equais the rate of the reverse reaction The concentrations of the reactant and the products will increase until the rate of the forward reaction equals the rate of the reverse reaction

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This chemical equation represents a reaction:
2 ICL (g) L (g) + 3 Cl (g)
Suppose a closed flask contains only gaseous ICI,, and the concentration of ICl, is 0.10 M.
How will these initial conditions affect the progress of the reaction?
The concentration of the reactant will decrease, and the concentrations of the products will increase, until the concentration of each
product equals 0.10 M.
O The concentrations of the reactant and the products will increase until the concentration of each product equals 0.10 M.
The concentration of the reactant will decrease, and the concentrations of the products will increase, until the rate of the forward
reaction equais the rate of the reverse reaction.
The concentrations of the reactant and the products will increase until the rate of the forward reaction equals the rate of the reverse
reaction
Transcribed Image Text:This chemical equation represents a reaction: 2 ICL (g) L (g) + 3 Cl (g) Suppose a closed flask contains only gaseous ICI,, and the concentration of ICl, is 0.10 M. How will these initial conditions affect the progress of the reaction? The concentration of the reactant will decrease, and the concentrations of the products will increase, until the concentration of each product equals 0.10 M. O The concentrations of the reactant and the products will increase until the concentration of each product equals 0.10 M. The concentration of the reactant will decrease, and the concentrations of the products will increase, until the rate of the forward reaction equais the rate of the reverse reaction. The concentrations of the reactant and the products will increase until the rate of the forward reaction equals the rate of the reverse reaction
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