Correct Answer - Option 3 : 27 MHz
Concept:
The limiting frequency at or below which the wave component is reflected and above which it penetrates through an ionospheric layer depends upon the electron density of the ionosphere:
\({{f}_{c}}=9\sqrt{{{N}_{max}}}\)
Where fc is in Hz.
and Nmax = Maximum electron density/m3
Calculation:
Given, Nmax = 9 × 106 electrons/cm3
= 9 × 1012 electrons/m3
\(f_c =9\times\sqrt{9\times 10^{12}}~Hz\)
= 27 MHzfc1=91011=9×10510==\(f_c=9\times {\sqrt{9\times 10^{12}}}\)=0.910‾‾‾= 27 MHz