QUESTION $2$

In a given town in Zambia, the average number of people per household is $6.$ The total number of households in the water distribution system district metered areas $($DMAs$)$ is shown in Table $1.$ The table also shows the proportions of the high cost $($HC$),$ medium cost $($MC$),$ low cost $($LC$)$ and informal $($Inf$)$ housing types in the town. Moreover, the table shows the total areas, the number of beds and stalls where the industries, clinics and marks exist respectively.

The water demand for the HC$,$ MC$,$ LC and Inf houses is $255,150,95$ and $40$ L$/$c$/$d respectively. For the industries, clinics and markets the water demand is $60,000$ L$/$ha$/$d$,240$ L$/$bed$/$d and $250$ L$/$stall$/$d$.$

Table $1$: DMAs and the various sources of water demand

DMA Total number of households Proportions $(\%)$ Industrial area $($ha$)$ Number of beds in clinics Number of stalls in Markets

HC MC LC Inf

A $7660100000025$

B $3,168100000000$

C $85020304010000$

D $1,42750062381030120$

E $10,000505000000$

F $4,153002575150150$

Note: Where the number of beds in clinics is zero, it implies there are no clinics. Similarly, there are no markets where the number of stalls is zero.

Determine:

i$.$ The total consumption water demand for each DMA

ii$.$ The total consumption water demand for the distribution systems with the six DMAs

iii. The amount of water pumped from the water treatment plant to the water distribution system in a year $(365$ days$)$ given that all the water losses are accounted for as nonrevenue water which is $25\%$ of the system input volume.QUESTION $2$

In a$.$given town in Zambia, the average number of people per household is $6.$ The total number of households in the water distribution system district metered areas $($DMAs$)$ is shown in Table $1.$ The table also shows the proportions of the high cost$(HC),$ medium cost $($MC$),$ low cost $($LC$)$ and informal $($Inf$)$ housing types in the town. Moreover, the table shows the total areas, the number of beds and stalls where the industries, clinics and marks exist respectively.

The water demand for the HC$,$ MC$,$ LC and Inf houses is $255,150,95$ and $40\frac{L}{c}\frac{?}{d}$ respectively. For the industries, clinics and markets the water demand is $60,000\frac{L}{h}\frac{a}{d},240\frac{L}{b}e\frac{d}{d}$ and $250\frac{L}{?}$ stall$/$d$.$

Table $1$: DMAs and the various sources of water demand

$\backslash$table$[[$DMA$,\backslash$table$[[$Total$],[$number of$],[$households$]],$Proportions $(\%),\backslash$table$[[$Industrial$],[$area $($ha$)]],\backslash$table$[[$Number of$],[$beds in$],[$clinics$]],\backslash$table$[[$Number of$],[$stalls in$],[$Markets$]]],[$HC$,$MC$,$LC$,$Inf$],[$A$,766,0,100,0,0,0,0,25],[$B$,3,168,100,0,0,0,0,0,0],[$C$,850,20,30,40,10,0,0,0],[$D$,1,4275,0,0,62,38,10,30,120],[$E$,10,000,50,50,0,0,0,0,0],[$F$,4,153,0,0,25,75,15,0,150]]$

Note: Where the number of beds in clinics is zero, it implies there are no clinics. Similarly, there are no markets where the number of stalls is zero.

Determine:

i$.$ The total consumption water demand for each DMA

ii$.$ The total consumption water demand for the distribution systems with the six DMAs

iii. The amount of water pumped from the water treatment plant to the water distribution system in a year $(365$ days$)$ given that all the water losses are accounted for as nonrevenue water which is $25\%$ of the system input volume.