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Question: Van der Waal's equation relates the pressure, P, and the volume, V , of a fixed quantity of a gas at constant temperature T . For a, b, n, R constants, the equation is
(P + (n2a/V2))(V - nb) = nRT
(a) Express P as a function of T and V.
(b) Write a linear approximation for the change in pressure, ΔP = P - P0, resulting from a change in temperature ΔT = T - T0 and a change in pressure, ΔV = V - V0.
With A as in Exercise, find a nonzero vector in Nul A and a nonzero vector in Col A.
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the depth of a pond is 180 cm and is being reduced by 1 cm per week. the depth of a second pond is 160 cm and is being reduced by 1/2 cm per week. if the depths of both ponds continue to be reduced at these constant rates, in about how many weeks ..
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