NUCLEAR TRANSMUTATION
Nuclear transmutation is the conversion of one chemical element or an isotope into another chemical element[1] Because any element (or isotope of one) is defined by its number of protons (and neutrons) in its atoms, i.e. in the atomic nucleus, nuclear transmutation occurs in any process where the number of protons or neutrons in the nucleus is changed.
A transmutation can be achieved either by nuclear reactions (in which an outside particle reacts with a nucleus) or by radioactive decay where no outside cause is needed. by this process we can convert one nuclei to another nuclei .probably everyone wants gold yes we can convert iron into gold by this process. be the first person to do this job will meet again goodbye ![Image result for nuclear transmutation](data:image/jpeg;base64,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)
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