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Chemical Thermodynamics: Entropy of Mixing
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Van't Hoff Equation 4
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Question in Thermodynamics for Chemistry by Frances Docherty and 2 others

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Chemical Thermodynamics: Van't Hoff Equation 3
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Question in Thermodynamics for Chemistry by Frances Docherty and 2 others

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Chemical Thermodynamics: Van't Hoff Equation 2
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Question in Thermodynamics for Chemistry by Frances Docherty and 2 others

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Chemical Thermodynamics: Van't Hoff Equation 1
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Question in Thermodynamics for Chemistry by Frances Docherty and 2 others

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Chemical Thermodynamics: Non-Standard Chemical Potential 2
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Question in Thermodynamics for Chemistry by Frances Docherty and 2 others

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Chemical Thermodynamics: Non-Standard Chemical Potential 1
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Clausius-Clapeyron Equation 2
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Question in Thermodynamics for Chemistry by Frances Docherty and 2 others

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Chemical Thermodynamics: Clausius-Clapeyron Equation 1
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Question in Thermodynamics for Chemistry by Frances Docherty and 2 others

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Chemical Thermodynamics: Chemical Potential 2
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Question in Thermodynamics for Chemistry by Frances Docherty and 2 others

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Chemical Thermodynamics: Chemical Potential 1
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Gibbs Free Energy of Formation 3
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Gibbs Free Energy of Formation 2
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Gibbs Free Energy of Formation 1
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Gibbs Free Energy Change from Pressure Change 2
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Gibbs Free Energy Change from Pressure Change 1
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Equilibrium Partial Pressures from Gibbs Free Energy of Formation
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Logarithm Practice - General
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Logarithm Practice - ln
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Path or State Function?
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Heat Capacity - Constant Pressure or Volume
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Types of Systems
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Entropy Change from Volume Change
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Logarithm Practice - Base 10
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Entropy Change from Temperature Change
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Enthalpy Change and Vaporisation
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: 2nd Law of Thermodynamics
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Question in Thermodynamics for Chemistry by Frances Docherty and 1 other

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Chemical Thermodynamics: Entropy Change from Heat Transfer (Isothermal)
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Question in Thermodynamics for Chemistry by Frances Docherty and 2 others

No description given
Reversed subtraction
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Question in Algebra by Ben Brawn

Students seem to freak out when their answer is not written exactly the same as the answer provided. This question tries to enforce that $(x-y)=-(y-x)$ and $\frac{a-b}{c-d}=\frac{b-a}{d-c}$
Fractions: multiplying, algebraic
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Question in Algebra by Ben Brawn

Multiply two algebraic fractions (unfortunately their appearance doesn't really change) and cancel.

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