The density of a neutron star Links to an external site. is 4.75$4\mathrm{.}75$x1017$1017$ kg/$/$m3.$3.$ Calculate the mass of neutron star material in approximately one tablespoon of volume (15.0$(15\mathrm{.}0$ mL).$).$ How does this mass compare to the approximate mass of Mount Everest (810$(810$ trillion kg =8.10$=8\mathrm{.}10$x1012$1012$ kg)?$)?$ Give your answer as the ratio of the mass you calculated m to the mass of Mount Everest.

Note: it is often said that a tablespoon of neutron star has as much mass as Mount Everest so your answer should be close to 1($1($more precisely, it will be between about 0.5$0\mathrm{.}5$ and 1.1).$1\mathrm{.}1).$

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