In a hydraulic system without losses given in Form Assess 6 an ideal fluid (p = 1000 kg/m' and g=9.81 m/s") is discharged out of a reservroir with a constant water level. The distance between the water lerel in the reservoir (point 0) and of the axis of the outlet pipe is given by the last 3 digits of your student number (please see below). At point 3 the fluid leaves the system into air. The atmospherie pressure shall be the same around the system! The diameter of the circular pipe between point 2 and point 3 is given to d; = d; = 1.00 m. te = last 3 digits of your student number in x.yz (in m = con staut)! (Examples: student number 201900xyz gives s =x.yz m student mumber 201900321 gives = 3,21 m, last 3 digits of your student aumber X.YZ in m L. = constant! 0=??? m d,- d,- 1.00 m Figure Form Astess 6 Ideal fluid running out of a basin (constant water level!l) through a pipe system Giren according to Figure Form Assess 6 are: Diameter of the cireular pipe between point 2 and point 3: d; = d; = 1.00 m Distance in elevation between the water level in the reservoir (point 0) and the axis of the outlet pipe: 2 = last 3 digits of your student number in x.yz (in m = constant)! (Examples: student number 201900xyz gives zo =x.yz m student number 201900321 gives ze = 3.21 m, student number 201900123 gives za = 1.23 m) (6 marks) 1) Determine the discharge Qrunning out of the reservoir under the assumption that the water levrel in the reservoir remains constant.