The melting temperature of a protein is $T_m=343KA$ differential scanning calorimetry

$($DSC$)$ experiment of that protein finds that the molar enthalpy of denaturation at $T=343$

$K$ is $H^0=638k\frac{J}{m}ol.$

a$)$ Sketch below what the DSC trace for this experiment would look like, labeling axes

and endotherm, indicating whether heating or cooling, and indicating the features used to

determine $H^0$ and $T_m.$

b$)$ Calculate the molar entropy at $T=343K$

c$)$ Calculate $G^0$ at $T=343K.$

d$)$ What is the approximate temperature range over which the fraction dissociated $(f)$

varies from $0$ to $1?$The melting temperature of a protein is T m $=343$K A differential scanning calorimetry

$($DSC$)$ experiment of that protein finds that the molar enthalpy of denaturation at T $=343$

K is $\backslash$Delta H $0=638$ kJ$/$mol$.$

a$)$ Sketch below what the DSC trace for this experiment would look like, labeling axes

and endotherm, indicating whether heating or cooling, and indicating the features used to

determine $\backslash$Delta H $0$ and T m $.$

b$)$ Calculate the molar entropy at T $=343$ K

c$)$ Calculate $\backslash$Delta G $0$ at T$=343$ K$.$

d$)$ What is the approximate temperature range over which the fraction dissociated $($f$)$

varies from $0$ to $1?$