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Show that nuclear density is same for all the nuclei.

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Density of nuclear matter is the ratio of mass of nucleus and its volume.

Let ‘m’ be the average mass of a nucleon and ‘R’ is the nuclear radius. 

Mass of the nucleus = mA ; A = mass no. of the element 

Volume of the nucleus = \(\frac{4}{3}\pi r^3\) 

As m and R0 are constants, density ρ of nuclear matter is the same for all elements.

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