Antoine's Equation describes the relationship between vapor pressure and temperature for a pure

substance. The equation is:

$lo{g}_{10}(P)=A-\frac{B}{(C+T)}$

$P=$ vapor pressure $(mmHg)$

$T=$ temperature $(C)$

$A,B,C$ are constants that depend

$A,B,C$ are constants that depend on the substance

Download the file, Task$1.$txt$,$ from the Canvas Site. The first row of the text file has column

headers. There are seven columns: Substance, A$,$ B$,$ C$,$ Tmin $(C),$Tmax$(C),$ and $T(C).$

Develop a Python script, HW$-$W$3$D$2\_$Task$1\_$UCusername, to do the following:

Read the data from the text file, Task$1.$txt

Save the Substance data and the Temperature $($T$)$ data, in their own lists

Create an empty list for pressure

For each row of data, if the temperature $(T)$ is within the range $($ Tmin$T$Tmax $),$

calculate the vapor pressure $P($in units of $mmHg)$ and add it to the pressure list you

created.

If the temperature, $T,$ is out of range, add the value $-9999$ to the pressure list $-$ indicating

that the temperature is unacceptable $($values that are outside the range of possibility, often

that contain all $9\text{'}$s$,$ are used to indicate an error has occurred$).$

Open a new text file, Task$1\_$Results.txt for writing, and write three columns of data:

Substance, Temperature, and Pressure, to the file. The first row should contain the

column headers. The pressure values should be precise to two places behind the decimal

point.

Expected Output $($Partial$)$:

$($Second photo is the file task$1\_$results.txt for writing