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Assuming the bulk modulus is constant for seawater, derive an expression for the density variation with depth, h below the surface. Show that the result may be written ρ≈ρ0 b h where ρ0 is the density at the surface. Evaluate the constant b . Then, using the approximation, obtain an equation for the variation of pressure with depth below the surface. Determine the depth in feet at which the error in pressure predicted by the approximate solution is 0.01 percent. | Numerade
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a cube with 20 cm sides is made of material with a bulk modulus of 4 7 105 nm2 when it is subjected to a pressure of 20105 pa the length in cm of its any of its any of its sides is a 085 cm 60486
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