For a uranium nucleus, how does its mass vary | vedclass

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(A) The density of a nucleus $(\rho)$ is defined as the ratio of its mass $(m)$ to its volume $(V)$, given by $\rho = m/V$.Experimental observations s

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$m \propto V$

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(A) The density of a nucleus $(ho)$ is defined as the ratio of its mass $(m)$ to its volume $(V)$, given by $ho = m/V$.Experimental observations show that the nuclear density is approximately constant for all nuclei, regardless of their mass number.Since $ho = 	ext{constant}$, we have $m/V = 	ext{constant}$.Therefore, the mass of the nucleus is directly proportional to its volume, which can be expressed as $m \propto V$.

For a uranium nucleus, how does its mass vary with volume?

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