For this hypothetical reaction, the equilibrium constant. K= 25.G(aq) 3J(aq) + M(aq)If a chemist places 3.0 moles of G, 3.0 moles of J, and 3.0 moles of M in a 1.0L flask. What do you expect to occur?Mark all that apply.A reaction will not occur because the system is already at equilibrium.A reaction will occur and the system will end up with more than 3.0 moles of M when it reaches equilibrium.A reaction will occur and the system will end up with less than 3.0 moles of M when it reaches equilibrium.A reaction will occur and the system will end up with more than 3.0 moles of G when it reaches equilibrium.A reaction will occur and the system will end up with less than 3.0 moles of G when it reaches equilibrium.

GivenG(aq) ⇔3 J(aq) + M(aq)K = 25Moles of G = 3 moleMoles of J = 3 moleMoles of M= 3 mole

For this hypothetical reaction, the equilibrium constant, K = 25. G(aq) = 3J(aq) + M(aq) If a chemist places 3.0 moles of G, 3.0 moles of J, and 3.0 moles of M in a 1.0 L flask. What do you expect to occur?

For this hypothetical reaction, the equilibrium constant, K = 25. G(aq) = 3J(aq) + M(aq) If a chemist places 3.0 moles of G, 3.0 moles of J, and 3.0 moles of M in a 1.0 L flask. What do you expect to occur?

Chemistry: The Molecular Science

5th Edition

ISBN:9781285199047

Author:John W. Moore, Conrad L. Stanitski

Publisher:John W. Moore, Conrad L. Stanitski

Chapter12: Chemical Equilibrium

Section: Chapter Questions

Problem 61QRT

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Question

For this hypothetical reaction, the equilibrium constant. K= 25.
G(aq) 3J(aq) + M(aq)
If a chemist places 3.0 moles of G, 3.0 moles of J, and 3.0 moles of M in a 1.0L flask. What do you expect to occur?
Mark all that apply.
A reaction will not occur because the system is already at equilibrium.
A reaction will occur and the system will end up with more than 3.0 moles of M when it reaches equilibrium.
A reaction will occur and the system will end up with less than 3.0 moles of M when it reaches equilibrium.
A reaction will occur and the system will end up with more than 3.0 moles of G when it reaches equilibrium.
A reaction will occur and the system will end up with less than 3.0 moles of G when it reaches equilibrium.

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