If ΔS is positive for a reaction, then as temperature is increased, what is observed?
A. Both Keq-to-Q ratio and ΔG increase
B. The Keq-to-Q ratio decreases, while ΔG increases.
C. The Keq-to-Q ratio increases, while ΔG decreases.
D. Both Keq-to-Q ratio and ΔG decrease.
There are quite a few formulas to use with this question, but they all ultimately lead to ΔG=RT*ln(Q/Keq). I just need some math help with this question.
(otherwise you can use ΔG=ΔG⁰ + RT*ln(Q), and ΔG⁰=-RT*ln(Keq) to get the above equation)
So ΔG is the easy part. With the gibbs free energy equation, the TΔS becomes negative and increasing T makes it more negative. Decreasing.
Keq/Q. I'm not sure how to look at this. On one hand, T is increasing. On the other, ΔG is decreasing. ΔG=RT*ln(Q/Keq). So can somebody help me walk through the logic of concluding that the ratio increases?
Answer is C.
A. Both Keq-to-Q ratio and ΔG increase
B. The Keq-to-Q ratio decreases, while ΔG increases.
C. The Keq-to-Q ratio increases, while ΔG decreases.
D. Both Keq-to-Q ratio and ΔG decrease.
There are quite a few formulas to use with this question, but they all ultimately lead to ΔG=RT*ln(Q/Keq). I just need some math help with this question.
(otherwise you can use ΔG=ΔG⁰ + RT*ln(Q), and ΔG⁰=-RT*ln(Keq) to get the above equation)
So ΔG is the easy part. With the gibbs free energy equation, the TΔS becomes negative and increasing T makes it more negative. Decreasing.
Keq/Q. I'm not sure how to look at this. On one hand, T is increasing. On the other, ΔG is decreasing. ΔG=RT*ln(Q/Keq). So can somebody help me walk through the logic of concluding that the ratio increases?
Answer is C.