A1
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By averaging the equation for temperature, obtain the equation that relates $V_0$, $T_1$, and the other variables of the problem.
A2
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Calculate the activation energy $E_g$. Express your answer in electronvolts ($1~eV=1.60\cdot10^{-19}~J$). Boltzmann constatn is equal to $k_B=1.38\cdot10^{-23}~J/K$.
A3
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Calculate $R_0$ and $\kappa$.
B1
??
Find expressions for $T_2$ and $\phi$.
H1
You will only need to consider terms with $\cos(2\omega t)$ or $\sin(2\omega t)$
H2
If you have a linear trigonometric equation, it is more convenient to rewrite it in complex notation
B2
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Calculate thermistor's heat capacity $C$.
H1
Some of hysteresis loop's parameters are more sensitive to temperature change than others
H2
Try to analyse at which point the hysteresis loop will be the widest
