For this problem we will read in some

parameters a text file and then write the answer to another text file. We will use NumPy.

You have been researching and came across an equation that describes discharge of a well

held at constant head as a function of time $($td$)$ and four parameters $a,b,c,$ and $d.$ The

equation is as follows:

$Qd=a+\frac{b}{ln(t_d)+cln\frac{t_d}{t_d}+\frac{d}{t_d}}$

a$.(1$ Point$)$ You received a comma separated value file from your colleague. The file

has a header containing the parameter names. You want to use these values to

calculate the discharge of the well at $60$ and a half days $(td=60\mathrm{.}5).$ Create a string

variable and set it equal to the csv file name.

b$.(4$ Points$)$ Now use create a new variable called params and populate it using the

np$.$loadtxt $()$ function to read in the parameters. ${?}^{**}$ hint don't forget to set the

delimiter and skiprows parameters$**$

c$.(1$ Point$)$ Use the print $()$ function to print out the variable params $($no complete

sentence required$)$

d$.(1$ Point$)$ Create a variable for the time $($td$)$ and set it equal to $60\mathrm{.}5$

e$.(3$ points$)$ Create the for parameter variables $(a,b,c,$ and $d)$ and set them to the

right values from the parameter file. ${?}^{**}$ Hint use the $[]$ to access the params list

f$.(5$ Points$)$ Calculate the discharge at $60\mathrm{.}5$ days and store it to a new variable $Q$