Search results for query: radisys

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Snadisti sadisti
Juice Leskinen 		23.68 %
Palaset
Happoradio 		22.49 %
Suru on
Happoradio 		22.49 %
Nukahdistus feat. Katri Ylander
Happoradio 		22.23 %
Rakkaus
Happoradio 		20.40 %
Hirsipuu
Happoradio 		20.40 %
12 Apinaa
Happoradio 		20.40 %
Asemalla
Happoradio 		20.40 %
Hc-sää
Happoradio 		20.40 %
Other similar searches: radius radisys Isi kuulin sut radios how-to-do-leg-raises-for-abs how to make spun cotton radish kuha ite soi radios paristi näätsä äijä mihin raha sut alisti The right-circular conical tank shown in the figure below loses water out of a circular hole of area Ah at its bottom. A right-circular conical tank containing water is shown. The cone opens upward and the point of the cone at the bottom is labeled circular hole. A dashed line extends horizontally from the circular hole. The surface of the water in the tank is labeled Aw and a line segment from the dashed line to Aw is labeled h. The radius at the top of the tank is labeled 8 ft. The height of the tank is labeled 20 ft. When water leaks through a hole, friction and contraction of the stream near the hole reduce the volume of water leaving the tank per second to cAh 2gh , where c (0 < c < 1) is an empirical constant. Determine a differential equation (in ft/s) for the height of the water h at time t > 0. The radius of the hole is 4 in., g = 32 ft/s2, and the friction/contraction factor is c = 0.6. (Assume the removed apex of the cone is of negligible height and volume.) dh dt = Incorrect: Your answer is incorrect. ft/s