o the online assessments is Mondays (a week after each workshop), at 11.59 pm. Students cannot do e online assessments after the extended deadlines.
Question 12
\( 1 \mathrm{pts} \)
Change in molar entropy can be given by the following equation
\( \Delta S_{m}=\int \frac{C_{p, m}}{T} d T \), where \( C_{p, m} \) is the molar heat capacity at constant pressure. The molar heat capacity has the following temperature dependence, \( C_{p, m}=a+b T+\frac{c}{T^{2}} \). Hence rewrite the change in molar entropy to account for this, and integrate the right hand side.
Fill in the blanks below, don't leave spaces or use brackets! The answer is case sensitive.
\( \Delta S_{m}=a \) \( \square \) \( (T)+b \) \( \square \) \( -(1 / \) \( \square \) \( \frac{c}{T^{2}}+c \)