The radius of the innermost electron orbit of a hydrogen atom is $5.3 × 10^{-11}m$. The radius of the third orbit is: |
$4.77 × 10^{-10} m$ $2.11 × 10^{-10} m$ $5.02 × 10^{-10} m$ $1.01× 10^{-10} m$ |
$4.77 × 10^{-10} m$ |
The correct answer is Option (1) → $4.77 × 10^{-10} m$ $r_n$, Radius of an electron orbit, in hydrogen orbit in a hydrogen atom is - $r_n=n^2r_0$ where, n = principle quantum number of the orbit = 3 $r_0$ = Radius of 1st orbit = $5.3×10^{-11}m$ $∴r_3=(3)^2×5.3×10^{-11}$ $=4.77×10^{-10}$ |