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I have the following code to find the parameters Na and Q that make the expression equals [tex]10^{-10}[/tex]:

But it doesn't work? Anyone have any idea about how solving this equation?Code (Text):Na =.;

Q =.;

MGF[s_, gC_] := 1/(1 - gC*s);

SNRdB = 0;

SNR = 10^(SNRdB/10);

gC = 0.5*SNR;

p = gA*gB;

A = 23;

Solve[((E^(A/2)*2^-Q)/SNR \!\(

\*UnderoverscriptBox[\(\[Sum]\), \(q = 0\), \(Q\)]\(-

\*SuperscriptBox[\(1\), \(Na + q + 1\)]\)*Binomial[Q, q]*Re[

\*FractionBox[\(MGF[\(-

\*FractionBox[\(A + \((2*Pi*I \((Na + q + 1)\))\)\), \(2\ SNR\)]\),

gC]\),

FractionBox[\(A + 2*Pi*I \((Na + q + 1)\)\), \(2\ SNR\)]]]\)) ==

10^-10, {Na, Q}]

Thanks in advance

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# Solving equation in Mathematica

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