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From the \( \alpha \) -particle scattering experiment, Rutherford concluded that: This question has multiple correct options
- \( \alpha \) -particles can approach within a distance of the order of \( 10^{-14} \mathrm{m} \) of the nucleus
- the radius of the nucleus is less than \( 10^{-14} m \)
- scattering follows Coulomb's law
- the positively charged parts of the atom move with extremely high velocities
Correct answer: the radius of the nucleus is less than \( 10^{-14} m \)
Solution
Rutherford’s scattering showed that most of the atom is empty space and that the positive charge is concentrated in a tiny central nucleus. The existence of strong deflections at very small impact parameters implies the nucleus must have a radius smaller than about \(10^{-14}\,\text{m}\).
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