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Find the number of α and β- particles emitted in the process :

\(_{86}^{222}Rn\) → \(_{84}^{214}PO\)

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The emission of one α-particle decreases the mass number by 4 whereas the emission of β - particles has no effect on mass number. 

Net decrease in mass number = 222 – 214 = 8. 

This decrease is only due to α-particle.

Hence,

Number of α-particle emitted = 8/4 = 2

Now,

The emission of one α-particle decreases the atomic number by 2 and one β-particle emission increases it by 1.

The net decrease in atomic number = 86 – 84 = 2

The emission of 2 α-particles causes decrease in atomic number by 4. 

However,

The actual decrease is only 2. 

It means atomic number increases by 2. 

This increase is due to emission of 2 β-particles.

Thus, 

2α and 2β-particles are emitted.

[Note : The above question is modified to include the final decay product so as to determine the number of α-particles and β-particles emitted in the process. 

Here, 

The final decay product is assumed to be Po-214.]

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