$10$ points. A well is undergoing a pumping test where a constant flow of $60,000f\frac{t^3}{?}$ day is pumped from an aquifer with a transmissivity measured to be $6,200f\frac{t^2}{d}$ and an aquifer storativity coefficient equal to $6\mathrm{.}4{10}^{-4}.$ Find the unsteady state drawdown, $s,$ after $30$ days $(t=30$ days$),$ at a distance of $r=1ft.$ Note: use Theis method. The table at the end of the homework can be used to find the well function.