Peluruhan Radioaktif merupakan proses pemecahan inti atom yang tidak stabil sehingga terjadi kehilangan energi dengan memancarkan radiasi, seperti partikel alfa, partikel beta dan sinar gamma. Dengan ketentuan persamaan reaksi inti :
"Jumlah nomor atom dan nomor massa sebelah kiri dan kanan tanda panah harus sama".
Misalkan, Z = nomor massa dan A = nomor atom.
![](data:image/png;base64,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)
No massa kananZ+0ZZNo atom kananA−1AA========no massa kiri2828−00 no atom kiri1313+114
![](data:image/png;base64,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)
![](data:image/png;base64,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)
No massa kiriZZNo atom kiriAA======no massa kanan86+187no atom kanan36+036
![](data:image/png;base64,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)
![](data:image/png;base64,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)
No massa kanan66+ZZZNo atom kanan30+AAA========no massa kiri6666−660no atom kiri2929−30−1
![](data:image/png;base64,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)
![](data:image/png;base64,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)
No massa kiriZZNo atom kiriAA======no massa kanan4+234238no atom kanan2+9092
![](data:image/png;base64,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)
![](data:image/png;base64,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)
No massa kananZ+0ZZNo atom kananA+1AA========no massa kiri188188−0188no atom kiri8080−179
Jadi, persamaan reaksi inti yang lengkap seperti yang kita lihat pada pembahasan di atas.