Part C$.$

A siphon device drawing water from a large tank is required to have a water discharge

flowrate of $4\mathrm{.}0$ft$^(3)//$s at $68)$F$.$ The diameter of the tube is $4$ inches and the highest point of

the tube is $5$ ft above the free water. Assuming the flow is frictionless, determine:

a$.$ The discharge velocity in ft$//$s$.$

b$.$ The minimum height $($in ft $)$ below the free water surface for the point of

discharge to meet the required flowrate.

c$.$ The pressure at the highest point of the tube in psi $($pound per square

inches$).$

d$.$ How long would it take for the discharge flow to fill up ten $55-$gal barrels

$($total volume of $550$ gallons$)?$