#1. At the bottom of a swimming pool is a drain pipe which has a 6.0 inch inner diameter. the opening of the pipe is covered by a simple, water-tight cover lying on top of the opening. If the depth of the water in the pool is 8.0 ft at the position of the pipe, and the pipe is filled with air and open to the atmosphere, then the force (in lb) needed to raise the cover up off the pipe is most nearly equal to
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#2. A small boat is approximately 12 feet long and 3 feet
wide, and it weighs 100 lb. By filling it with water and then
emptying it out, it is found that the maximum displacement of the boat is 43
cubic feet. The amount of weight (in lb) that can be added to
the boat so that it will just barely float is most nearly equal to
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#3. Water flows at a speed of 5.0 m/s in a horizontal pipe.
The pipe tapers down to join with a smaller horizontal pipe with just half the
cross-sectional area. The difference in water pressure in going from the
larger to the smaller pipe is most nearly equal to
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#4. A siphon has a cross-sectional area of 0.750 cm2. It is connected as shown in the sketch to a container of fluid with a specific gravity of 0.800 and negligible viscosity. The fluid flows from the bottom end of the siphon at a rate (in cm3/s) most nearly equal to

#5. A transverse wave on a string that has a wavelength of 1.65 m and obeys the following wave equation:
¶2y / ¶x2 = ( 8.26 ´ 10-5) ¶2y / ¶t2
where x and y are in meters and t is in seconds. The frequency
(in Hz) of the wave is most nearly equal to
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#6. A string vibrates according to the equation
y = (0.75 cm) ´ [sin (p x / 4 cm) ] ´ [ cos (25p t /sec) ]
If the strength has a length 12 m, then it is vibrating with its
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y = (3.0 m) ´ sin [ 2 p x /m - 11 p t /s - p/2]
The phase speed (in m/s) of the wave is most nearly equal to
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