$3\mathrm{.}9$ A well was pumped at a constant rate of $\frac{m^3}{d})$ between $8$ a$.$m$.$ and $11$ a$.$m$.,2$ p$.$m$.$ and $5$ p$.$m$.,$ and remained idle the rest of the time. What will be the drawdown in the well at $8$ a$.$m$.$ the next day when a new cycle of pumping is to start? Assume no recharge or leakage. The transmissivity of the artesian aquifer is $4\mathrm{.}1{10}^{4}gp\frac{d}{f}t(509\mathrm{.}14\frac{m^3}{d}\frac{?}{m})$