In a falling-ball viscometer, the ball attains terminal velocities of 0.01 m/s for oil A and 0.002 m/s for oil B. Assuming the oils have the same density and oil A has kinematic viscosity of 5×10−3m2/s, the kinematic viscosity of oil B in m2/s is

In a falling-ball viscometer, the ball attains terminal velocities of

1.	In a falling-ball viscometer, the ball attains terminal velocities of 0.01 m/s for oil A and 0.002 m/s for oil B. Assuming the oils have the same density and oil A has kinematic viscosity of 5×10−3m2/s, the kinematic viscosity of oil B in m2/s is
Answer» In a falling-ball viscometer, the ball attains terminal velocities of 0.01 m/s for oil A and 0.002 m/s for oil B. Assuming the oils have the same density and oil A has kinematic viscosity of $5 \times 10^{- 3} m^{2} / s$ , the kinematic viscosity of oil B in $m^{2} / s$ is

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In a falling-ball viscometer, the ball attains terminal velocities of 0.01 m/s for oil A and 0.002 m/s for oil B. Assuming the oils have the same density and oil A has kinematic viscosity of 5×10−3m2/s, the kinematic viscosity of oil B in m2/s is

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