Explanation
Hint: Bohr orbit is the hypothetical path of an electron around the nucleus of the Bohr atom.
Explanation:
Electrons revolve in fixed stationary orbits where they do not emit radiation.
The angular momentum of electrons is $$nh/2\pi$$.
Each stationary state is associated with a definite amount of energy.
The energy of an electron remains constant.
Hence, the correct answer is option $$C.$$
Electrons will first fill orbitals by the sum of the quantum numbers n and l. Orbitals with equal values of (n+l) will fill with the lower n values first.
We have
$$M + F_2 \rightarrow MF_6$$
moles of M = moles of $$MF_6$$
let mass of element M = $$x g$$
therefore we have
$$\dfrac{0.25}{x} = \dfrac{0.547}{x+114}$$
so, solving we get , $$x = 95.9 g$$
therefore, the elemnt is $$Mo$$
Please disable the adBlock and continue. Thank you.