A$)$ Determine the distribution storage needed for both equalizing demand and fire reserve based on the following information:

We want to pump at a constant flow rate for $24$ hour

Fire flow requirements are $6,000gpm$ for a $6$ hour duration

B$)$ at what time the storage tank is most empty and most full

Water use rate as given below:

$\backslash$table$[[$Time$,\backslash$table$[[$Hourly Consumption$],[($gpm$)]]],[12$ mid.,$0],[1$:$00$ AM$,1350],[2,1299],[3,900],[4,951],[5,1500],[6,1995],[7,2745],[8,3855],[9,3750],[10,3210],[11,3120],[12$ noon,$3255],[1$:$00$ PM$,3195],[2,3255],[3,3495],[4,3450],[5,4110],[6,4605],[7,4995],[8,4005],[9,3000],[10,1995],[11,1755],[12$ mid.,$1401],[,]]$