1 assumes that the angular momentum of electrons is quantised
2 uses Einstein's photoelectric equation
3 predicts continuous emission spectra for atoms
4 predicts the same emission spectra for all types of atoms
Explanation:
According to Bohr's hypothesis, electron can revolve only in those orbits in which its angular momentum is an integral multiple of \(\dfrac{h}{2 \pi}\), where \(h\) being the Planck's constant.In these orbits, angular momentum of electron can have magnitude as \(\frac{{h'}}{{2\pi '}}\frac{{2h}}{{2\pi '}}\frac{{3h}}{{2\pi }}, \ldots ,\) etc, but can never have magnitude as \(\dfrac{1.5 h}{2 \pi^{\prime}}, \dfrac{2.5 h}{2 \pi^{\prime}}, \dfrac{3.5 h}{2 \pi}, \ldots\),
etc. This is called the quantisation of angular momentum.