Solve the following. Store all the value and the final answer round off in 2 decimals.

You are asked to design a pump which is to supply fire flow to a hydrant by way of a 6" diameter ductile iron pipe with C,~= 140, and is 800 feet long. Connected to the fire hydrant is a cotton-rubber lined fire horse 2.5" in diameter (Chy= 150). The hose is 300 feet long and terminates in a nozzle with a tip diameter of 1.5", with a coefficient of discharge and coefficient of velocity both equals to 0.97. The nozzle is at an elevation 25ft higher than the pump. Assume a pressure loss in the hydrant of 2 psi. When the flow is 0.6 ft3/s, determine the head loss due to friction in the ductile iron pipe, in ft. Add your answer Integer, decimal, or E notation allowed Determine the head loss due to friction in the 2.5" fire horse, in ft. Add your answer Integer, decimal, or E notation allowed Determine the head loss through the nozzles, use the formula below: 1 1.2 HL =(=1) (): where v=actual velocity Cl.z 2g Add your answer Question 10 5 Points Determine the total head loss from pt. 2 to 6 (HL2-6). Use y =62.4 1b/f,3. Guide: Calculate the head loss due to pressure loss by converting the pressure to equivalent head. Add your answer Integer, decimal, or E notation allowed Question 11 5 Points What pressure in pounds per square inch must be maintained on the discharge side of pump (pt. 2)? (Guide: Analyze from pt. 2 - 6) Add your answer Integer, decimal, or E notation allowed Question 12 5 Points If the pressure on the suction side of the pump - in the 6" diameter suction pipe - is 8psi, determine the power output of the pump, in hp (note: 1hp = 550 ft-lb/s)