1) alpha (α) particle = 2He4 (helium nucleus);
2) beta (β) particle = -1e0 (an electron);
3) a positron +1e0 (same mass as an electron but opposite charge);
4) gamma (γ) ray = no mass, no charge, just electromagnetic energy;
5) Δ m /Δ t = rate of decay where Δ m = change in mass, Δ t = change in time.
6) If the number of half-lifes n are known we can calculate the percentage of a pure radioactive sample left after undergoing decay since the fraction remaining = (1/2) n .
Nelectrons = 2 n2 , where Nelectrons designates the number of electrons in shell n .
The state of each electron is determined by the four quantum numbers:
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principal quantum number n determines the number of shells, possible values are: 1 (K), 2 (L), 3 (M), etc...
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angular momentum quantum number l, determines the subshell, possible values are: 0 (s), 1 (p), 2 (d), 3 (f), n-1, etc...
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magnetic momentum quantum number ml , possible values are: ± l , ... , 0
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spin quantum number ms ,determines the direction of rotation of the electron, possible values are: ±1/2.
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