SAE 50W oil at 20°C flows from one tank to another through a tube 175 cm long and 5 cm in diameter. Estimate the flow rate in m3/hr if z1 = 2 m and z2 = 0.8 m. 

When a tank of length LL and water depth hh is disturbed, the free surface oscillates with frequency Ω\Omega. The frequency is assumed to depend on: Tank length LL Water depth hh Fluid density ρ\rho Gravitational acceleration gg Using dimensional analysis, express this relationship in dimensionless form. Select the correct answer: A. ΩL2g=f ⁣(hL)\displaystyle \Omega \sqrt{\frac{L^2}{g}} = f\!\left(\frac{h}{L}\right) B. ΩLg=f ⁣(hL)\displaystyle \Omega \sqrt{\frac{L}{g}} = f\!\left(\frac{h}{L}\right) C. ΩL2g=f ⁣(hL)\displaystyle \Omega \frac{L^2}{g} = f\!\left(\frac{h}{L}\right) D. ΩLg=f ⁣(hL)\displaystyle \Omega \frac{L}{g} = f\!\left(\frac{h}{L}\right)

An 84% efficient pump delivers water at 20∘C20^\circ\text{C} from one reservoir to another reservoir 20 ft higher, as shown in the figure. The piping system consists of: 60 ft60\ \text{ft} of galvanized iron pipe Pipe diameter D=2 inD = 2\ \text{in} A reentrant entrance Two screwed 90∘90^\circ long-radius elbows A screwed-open gate valve A sharp exit The flow rate isQ=0.4 ft3/s For water at 20∘C20^\circ\text{C}, useρ=1.94 slug/ft3,μ=2.09×10−5 slug/(ft. s)\rho = 1.94\ \text{slug/ft}^3, \qquad \mu = 2.09\times10^{-5}\ \text{slug/(ft\cdot s)} For galvanized iron, takeε=0.0005 ft Assume the system is analyzed without the 6° well-designed conical expansion at the exit.   Determine the input power required in horsepower.   Some Information need to be extracted regard the minor losses (K value) use the table and figures provided.

Water flows from a reservoir through a cast iron pipe and a turbine, then exits to the atmosphere. Given: Pipe length: L=125 mL = 125\ \text{m} Diameter: D=5 cmD = 5\ \text{cm} Elevation difference: Δz= 31 m Flow rate: Q=0.004 m3/sQ = 0.004\ \text{m}^3/\text{s} Fluid properties (water at 20∘C20^\circ C: ρ=998 kg/m3,μ=0.001 kg/(m. s) Cast iron roughness: ε=0.26 mm,f≈0.0316\varepsilon = 0.26\ \text{mm}, \quad f \approx 0.0316 What is the power extracted by the turbine (W)? Please extract the required minor losses K value from the figure and tables to solve the problem.   

Water flows upward in a 6 cm-diameter pipe at a velocity of 4 m/s. The pipe length between points (1) and (2) is 5 m, and point (2) is 3 m higher than point (1). A mercury manometer connected between points (1) and (2) shows a reading of: h=225 mmwith pressure at point (1) higher than at point (2). Given:   γHg=133,100 N/m3,γw=9,790 N/m3 Determine the head loss hf in meters. hint: use Bernoulli equation to calculate pressure drop then calculate the head losses.

What is the purpose of a nitrate?

Which combination indicates need for intubation in NMD?

What is the purpose of aspirin in the management of IHD?

During exercise stress testing, the goal is to:

Treatment for Guillain–Barre syndrome includes which of the following? Choose all that apply.