Question

100? \(t = \frac{100\mu}{\rho_A - \rho_B}\) where \(t = \) separation time, h \(\rho_A, \rho_B = \) densities of liquids A and B, kg/m³ \(\mu = \) viscosity of the continuous phase, cP Can You prove that \(t = \frac{100\mu}{\rho_A - \rho_B}\) is not dimensionless

          100?
\(t = \frac{100\mu}{\rho_A - \rho_B}\)
where
\(t = \) separation time, h
\(\rho_A, \rho_B = \) densities of liquids A and B, kg/m³
\(\mu = \) viscosity of the continuous phase, cP
Can You prove that \(t = \frac{100\mu}{\rho_A - \rho_B}\) is not dimensionless

100?
t = (100μ)/( - )
where
t = separation time, h
, = densities of liquids A and B, kg/m³
μ = viscosity of the continuous phase, cP
Can You prove that t = (100μ)/( - ) is not dimensionless

Added by Francisco Jose C.

Chemistry: Structure and Properties

Nivaldo Tro 2nd Edition

Instant Answer

Solved by Expert Federico Castro

Step 1

First, let's look at the given variables and their units: - t: separation time (unknown unit) - h: densities of liquids A and B (kg/m^3) - Î¼: viscosity of the continuous phase (cp) Show more…

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Please help. 100 PA-PB where t = separation time, h PPg = densities of liquids A and B, kg/m^3 Î¼ = viscosity of the continuous phase, cp Can you prove that t is not dimensionless?