(e)Rajah 2 menunjukkan air di pam dari tangki A ke tangki B. Air yang di pam mengalirmelalui paip berdiameter 15 cm. Andaikan paras tangki A berada pada ketinggian /=564 m dan paras tangki B berada pada ketinggian L = 2096 m. Diberi ketumpatan airp = 1000 kg/m³.Figure 2 shows water is pumped from tank A to tank B. The water flows through a pipe15 cm in diameter. Assume that tank A is at an elevation of I = 564 m and tank B is atan elevation of L = 2096 m. Given water density p = 1000 kg/m³.Tangki/ Tank BTangki/ Tank APam/PumpRajah/Figure 2: Air di pam dari tangki A ke aras bawah tangki BWater is pumped from the tank A to the lower level of tank B(i) Kira tekanan minimum air yang perlu dipam dari tangki A ke tangki B.Calculate the minimum pressure of the water that must be pumped from tank Ato tank B?(ii) Kira kelajuan air di dalam paip di jika 4500 m³ air di pam dari tangki A ke tangki Bdalam sehari.Calculate the speed of the water in the pipe if 4500 m³ water are pumped fromtank A to tank B in a day.

Name: (e)Rajah 2 menunjukkan air di pam dari tangki A ke tangki B. Air yang
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: (e)Rajah 2 menunjukkan air di pam dari tangki A ke tangki B. Air yang di pam mengalirmelalui paip berdiameter 15 cm. Andaikan paras tangki A berada pada ketinggian /=564 m dan paras tangki B berada pada ketinggian L = 2096 m. Diberi ketumpatan airp

Given:d=15 cm =0.15 ml=564 mL=2096 mρ=1000 Kg/m3

Engineering

Mechanical Engineering

p = 1000 kg/m³. Figure 2 shows water is pumped from tank A to tank B. The water flows through a pipe 15 cm in diameter. Assume that tank A is at an elevation of I = 564 m and tank B is at an elevation of L = 2096 m. Given water density p = 1000 kg/m³. | Tangki/ Tank B|

p = 1000 kg/m³. Figure 2 shows water is pumped from tank A to tank B. The water flows through a pipe 15 cm in diameter. Assume that tank A is at an elevation of I = 564 m and tank B is at an elevation of L = 2096 m. Given water density p = 1000 kg/m³. | Tangki/ Tank B|

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

To what head of air (R = 287 J · kg−1·K−1) at an absolutepressure of 101.3kPa andtemperature of 15◦C is a pressureof 75 mm of water equivalent?
To what height will 68˚F ethyl alcohol rise in a 0.005 in internal diameter glass capillary tube? The density of the alcohol is 49 lbm/ft3 note ? = 0.00156 ???/ ?? and ? = 0°.
Derive a formula for capillary rise (h) between two concentric glass tubes of radiuses RI and R2. determine its value for water if (G. = 0.072 N/m, RI=30mm, & R2=36mm) (Take smooth and very clean glass tubes).
U - tube is used to pressure the difference in water channel. p1= 1000 kg/m3. The orange fluid in the U - tube has a density: p2= 2000 kg/m3. The height a = 10 cm and h = 15 cm. If the pressure at point ① is 111 kPa, what is the pressure at point ② ?
Provide complete solution and diagram for this problem. What is the equivalent head of 15cm mercury in water ? A. 10m B. 1.36m C. 2.04m D. 16.34m
two vertical parallel glass plates 0.1 mm apart are partially immersed in water. Considering that the water does not reach the upper edges of the sheets and that the liquid completely wets the glass, determine: a) the height that rises in the flat capillary, b) the attractive force between the plates. Consider the width of the sheet l=12cm and density y=72.8*10^-3 N/m
Derive an expression for the capillary- height change h, as shown, for a fluid of surface tension Y and contact angle 0 be- tween two parallel plates W apart. Evaluate for water at 20°C if W = 0.5 mm.
The cylindrical water tank in Fig. is being fi lled ata volume fl ow Q 1 = 1.0 gal/min, while the water alsodrains from a bottom hole of diameter d = 6 mm. At timet = 0, h = 0. Find and plot the variation h ( t ) and the eventualmaximum water depth h max . Assume that Bernoulli’ssteady-fl ow equation is valid.
Q6: A hydraulic lift is to be used to lift a 2500 kg weight by putting a weight of 25 kg on a piston with a diameter of 10 cm. Determine the diameter of the piston on which the weight is to be placed.
The pressure-density relation for ethanol is approximatedby Eq. with B =1600 and n = 7. Use this relation toestimate the speed of the sound of ethanol at 2000 atmospheres.
A vertical lock gate is 4 m wide and seperates 20oC water levels of 2 m and X m respectively (ρw=1000 kg/m3). Finda) the forces exerted on the gate by water levels.b) the moment about the bottom required to keep the gate stationary. X=94 m
Consider a soap bubble of diameter 3 mm. If the surfacetension coeffi cient is 0.072 N/m and external pressureis 0 Pa gage, what is the bubble’s internal gage pressure?( a ) - 24 Pa, ( b ) + 48 Pa, ( c ) + 96 Pa, ( d ) + 192 Pa,( e ) -192 Pa