1: Cells are approximately round with a diameters ranging from 1 to > 100 micrometers. The graph below shows the cross section of half a cell with a diameter of 2?m. The curvature of the cell surface determines if and how vesicles can form. Find the curvature of the cell surface y at the red point x = 0.25 from the equation for a circle:

$y=\sqrt{(2-x) x}$

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1: Cells are approximately round with a diameters ranging from 1 to > 100 micrometers. The graph below shows the cross section of half a cell with a diameter of 2?m. The curvature of the cell surface determines if and how vesicles can form. Find the curvature of the cell surface y at the red point x = 0.25 from the equation for a circle:

$y=\sqrt{(2-x) x}$

$ y=\sqrt{(2-x) x} $

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Solution for - 1: Cells are approximately round with a diameters ranging from 1 to > 100 micrometers. The graph

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(Solved): 1: Cells are approximately round with a diameters ranging from 1 to > 100 micrometers. The graph ...

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