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The flux of alpha-particle at 2^@ is 1 x...

The flux of `alpha-`particle at `2^@` is `1 xx 10^6`. The flux of `alpha-`particle at angle `60^@` is

A

5.5

B

2.5

C

0.5

D

1.5

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The correct Answer is:
D

(d) Rutherford on this basis of Coulomb's law calculated the number of particles scattered at different angles and found that the number of particles `N` scattered at angle `theta` are related as follows
`N prop (1)/(sin^4 theta//2)`
`(N_(60^@))/(N_(2^@)) = (sin^4(1^@))/(sin^4(30)) = ((0.0175))/(((1)/(2))^4)`
`rArr (N_(60^@))/(N_(2^@)) = 1.5 xx 10^-6`
`N_(60^@) = 1.5 xx 10^-6 xx 10^6`
`N_(60^@) = 1.5`.
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