I have two isotopes A and A' of an element with half-lives Tì/2 and Ti/2 respectively. (a) Show that with time, the amount of A' relative to A is NA: (t) f (t) = NA (t) 1 = f (0) exp In (2) T (b) The half-lives of 23$U and 235U are 4.5 billion years and 700 million years, respectively. Natural uranium is currently about 97.3% 23$U and 0.7% 235U . Based on the formula in (a), how long ago would you have been able to build an atomic bomb out of natural uranium ore, given that "weapons grade" uranium is at least 80% 235 U? [MY]
I have two isotopes A and A' of an element with half-lives Tì/2 and Ti/2 respectively. (a) Show that with time, the amount of A' relative to A is NA: (t) f (t) = NA (t) 1 = f (0) exp In (2) T (b) The half-lives of 23$U and 235U are 4.5 billion years and 700 million years, respectively. Natural uranium is currently about 97.3% 23$U and 0.7% 235U . Based on the formula in (a), how long ago would you have been able to build an atomic bomb out of natural uranium ore, given that "weapons grade" uranium is at least 80% 235 U? [MY]
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