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air flows through a pipe at a rate of 128 l/s. the pipe consists of two sections of diameters 22 cm and 10 cm with a smooth reducing section that connects them. the pressure difference between the two pipe sections is measured by a water manometer. neglecting friction affects, determine the differential height of water between the two pipe sections. take the air density to be 1.20 kg/m3.

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V-2 is attained at a speed of 20.2 mph. The water density in the road G is caused by gravity and rural farmers replacing 1.20 kilograms per meter of air density for road A 3.156.

The water column's height is H, and the robe water's height is G. In equation one so that water is robed, G H equals alpha, we two squares less than even squares divided by two, therefore H equals 0. There are two squares that have been separated by. Vegetables were created out of water.

The height of the water column is determined by dividing the height of the two squares through the water by lulg, minus the height of the one square. The speed is 0.1. V-2 is attained at a speed of 20.2 mph. The water density in the road G is caused by gravity and rural farmers replacing 1.20 kilograms per meter of air density for road A 3.156.

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