We need to find the dynamic viscosity of the oil.
Now shear stress "\u03c4 = \u03bc \\frac{du }{ dy}"
Force / unit area = "\u03bc \\frac{du }{ dy}"
Now "F = 392.4 , A = 0.9 * 0.9 = 0.81 sq m, dy = 10 mm = 10 * 10^{-3} m"
"So \\\\\n\\frac{F}{A }= \\frac{392.4 }{ 0.81} = 484.4\\\\\n So \\space we \\space get\\\\\n \\frac{F}{A } = \u03bc \\frac{du}{ dy}\\\\\n 484.4 = \u03bc (\\frac{0.2 }{ 0.01})\\\\\n 484.4 = \u03bc *20\\\\\n \u03bc = \\frac{484.4 }{ 20}\\\\ \n \u03bc = 24.22 Ns \/ m^2\\\\\n \u03bc = 242.2 poise"
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