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Ten drops of olive of radius 0.20 mm spread into a circular film of radius 14.6 cm. on the surface of water. Estimate the size of an oil molecule.

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Here n =10,
`r =0.20 mm = 2xx10^(-4)m,`
`R = 14.6cm = 14.6xx10^(-2)m.`
Let d be the diameter of oil molecule
= thickness of layer
volume of olive oil = area xx thickness of layer
`n xx(4)/(3) pi r^3 = piR^2 xxd`
`d = (4)/(3)n (r^3)/(R^2) = (4)/(3) xx(10(2xx10^(-4))^(3))/((14.6xx10^(-2))^2)`
`=5xx10^(-9)m`

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