Please code in PythonThermistors are resistors that are used for measuring temperature. he relationship between temperature and resistance is given by the

Steinhart$-$Hart equation:

$\frac{1}{T+273\mathrm{.}15}=C_1+C_{2}lnR+C_{3}l{n}^{3}R$

where $T$ is the temperature in degrees Celsius, $R$ is the thermistor resistance in $($ohms$),$ and $C_1,C_2,$ and $C_3$ are constants. In an experiment

for characterizing a thermistor, the following data was measured:

a$)$ Determine the constants $C_1,C_2,$ and $C_3$ such that the Steinhart$-$Hart equation will best fit the data.

b$)$ In one figure, plot the equation and the data points.

Hints:

Notice that the variable term for $C_2$ is $lnR(In)$ and the variable term for $C_2$ is $l{n}^{3}R($In$-$cubed$).$

Think of the independent and dependent variable in this case $-$ the Steinhart$-$Hart equation models resistance as a function of

temperature.