Tutored Practice Problem 15.4.1 US TO Predict and calculate the effect of concentration changes on an equilibrium system. Some (CH₂)₂CHOH is allowed to dissociate into (CH₂)₂CO and H₂ at 452 K. At equilibrium, [(CH3)₂CHOH)-0.304 M, and [(CH₂)2CO] [H₂)-6.04x102 M. Additional (CH3)₂CHOH is added so that [(CH3)₂CHOHInew"0.573 M and the system is allowed to once again reach equilibrium. (CH3)₂CHOH(g)(CH3)₂CO(g) + H₂(g) (a) In which direction will the reaction proceed to reach equilibrium? [ (b) What are the new concentrations of reactants and products after the system reaches equilibrium? [(CH3)2CHOH] = [(CH3)2CO] [H₂] K=1.20×10¹² at 452 K M M M Close Problem

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Tutored Practice Problem 15.4.1 UNTS TOWARDS GRAD
Predict and calculate the effect of concentration changes on an equilibrium system.
Some (CH₂)2CHOH is allowed to dissociate into (CH3)₂CO and H₂ at 452 K. At equilibrium, [(CH3)₂CHOH] 0.304 M, and
[(CH3)₂CO] [H₂] 6.04x102 M. Additional (CH3)₂CHOH is added so that [(CH3)2CHOHInew = 0.573 M and the system is
allowed to once again reach equilibrium.
-
=
(CH3)2CHOH(g)(CH3)2CO(g) + H₂(g) K=1.20x10-2 at 452 K
(a) in which direction will the reaction proceed to reach equilibrium?
(b) What are the new concentrations of reactants and products after the system reaches equilibrium?
[(CH3)2CHOH]-
[(CH3)2CO]
[H₂]
Check & Submit Answer
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Transcribed Image Text:Tutored Practice Problem 15.4.1 UNTS TOWARDS GRAD Predict and calculate the effect of concentration changes on an equilibrium system. Some (CH₂)2CHOH is allowed to dissociate into (CH3)₂CO and H₂ at 452 K. At equilibrium, [(CH3)₂CHOH] 0.304 M, and [(CH3)₂CO] [H₂] 6.04x102 M. Additional (CH3)₂CHOH is added so that [(CH3)2CHOHInew = 0.573 M and the system is allowed to once again reach equilibrium. - = (CH3)2CHOH(g)(CH3)2CO(g) + H₂(g) K=1.20x10-2 at 452 K (a) in which direction will the reaction proceed to reach equilibrium? (b) What are the new concentrations of reactants and products after the system reaches equilibrium? [(CH3)2CHOH]- [(CH3)2CO] [H₂] Check & Submit Answer Show Approach Close Problem M M M
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