Answer:
The answer is 93.69
Explanation:
The microcellular system is:
[tex]C=Q(a)+exp(\frac{2-2ab}{b^{2} } )Q(\frac{2-ab}{b} )[/tex] (eq. 1)
[tex]Q(a)=\frac{1}{2} erfc(\frac{a}{\sqrt{2} } )[/tex]
a = (Pmin - P(R))/σ
b = (10γ*log10^e)/σ
P(R) = Pt + k - 10γ*log(R/d) = 16Bm + 0 - 10*3.*log100 = -44 Bm
[tex]a=\frac{-100-(-44)}{4} =-14\\b=\frac{10*3*log10^{e} }{4} =\frac{10*3*0.43}{4} =3.22[/tex]
Replacing in eq. 1:
[tex]C=Q*(-14)+exp(\frac{2-2*3.22*(-14)}{3.22^{2} } )Q(\frac{2+(-14)*3.22}{3.22^{2} } )\\C=1+exp(4.54)*1\\C=93.69[/tex]