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Suppose that you have an opened cylinder filled to the top with two equal quantities of fluids. Fluid A has a density of a and Fluid B has a density of b. If the height of the cylinder in which the fluids is x, then what is the pressure of the fluid system at the bottom of the cylinder (assume that atmospheric pressure is Patm and that gravity is g)?
(a) (bgx)/2 + (agx)/2
(b) (bgx)/2 + agx
(c) Patm + (bgx)/2 + agx
(d) Patm + (bgx)/2 + (agx)/2
I say the answer must be d, however the answer claims it to be c, anyone further explain why? Because in answer c, agx is equivalent to the pressure if the entire cylinder was filled, but only half of the cylinder is filled so it should be (agx)/2
Josh
(a) (bgx)/2 + (agx)/2
(b) (bgx)/2 + agx
(c) Patm + (bgx)/2 + agx
(d) Patm + (bgx)/2 + (agx)/2
I say the answer must be d, however the answer claims it to be c, anyone further explain why? Because in answer c, agx is equivalent to the pressure if the entire cylinder was filled, but only half of the cylinder is filled so it should be (agx)/2
Josh