Suppose a spherical cell has a radius r=1.00\\\\times 106m\ . Prior to division the cell doubles in volume and elongates into a cylindrical shape with hemispherical ends. Assume the radius is still r=1.00\\\\times 106m\ Part D\ Suppose the elongated cell described in Part B divides into two spherical daughter cells each with equal volume. Suppose also the combined volumes of the daughter cells equals the volume of the elongated cell as described in part B. Calculate the change in the Gibbs energy due to surface tension work when the elongated cell divides and forms two daughter cells. Again assume the surface tension \\\\gamma =0.0725Nm1\ . Assume also constant temperature and pressure.\