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Hey guys I am having difficulty understanding the solution to this question and where they got some of their reasonings from, a little help would be appreciated 🙂
"For reaction A ->B, if the entropy is increased and the temperature remains constant,______will be favored at equilibrium and (delta)G will be _____."
A. reactant A; positive
B. reactant A; negative
C. reactant B; postive
D. reactant B; negative
E. reactant A=reactant B; 0
So the answer is given as D, I guessed it right but here is the explanation:
"the equations related to this problem are (delta)G=(d)H-T(d)S=-2.3RTlogKeq. If the entropy is increased and the temperature remains constant, (d)H=0 and (d)H-T(d)S is equal to a negative number. Hence, (d)G is negative and Keq must be greater than 1 so that -2.3RTlogKeq remains a negative number.
(d) is delta if you didnt realize my laziness kick in
I think the biggest problem for me is how they know that (d)H=0. anyway the help is greatly appreciated!
"For reaction A ->B, if the entropy is increased and the temperature remains constant,______will be favored at equilibrium and (delta)G will be _____."
A. reactant A; positive
B. reactant A; negative
C. reactant B; postive
D. reactant B; negative
E. reactant A=reactant B; 0
So the answer is given as D, I guessed it right but here is the explanation:
"the equations related to this problem are (delta)G=(d)H-T(d)S=-2.3RTlogKeq. If the entropy is increased and the temperature remains constant, (d)H=0 and (d)H-T(d)S is equal to a negative number. Hence, (d)G is negative and Keq must be greater than 1 so that -2.3RTlogKeq remains a negative number.
(d) is delta if you didnt realize my laziness kick in
I think the biggest problem for me is how they know that (d)H=0. anyway the help is greatly appreciated!
