# Solve a set of 4 equations?

Posted 1 year ago
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 This is a known problem in Physics and I'm pretty sure that this system has specific solutions.It says it is not quantified system of equations.I have tried (eq11==0,...) etc but didn't worked.Also tried NSolve.I'm pretty new with this so it may be easy to fix, so sorry for bothering you, but have searched everywhere Attachments:
 Your equations are inconsistent M1 = 1.87465; R1 = 2.219975; M2 = 0.32065; R2 = 0.25694; eq11 = (4 M1^4/R1^4 - v^2/R1 + 2 w^2/R1^2) (M1^2 - 1)^3 + (2 w^2/R1^2)*((2 M1^2) - 1)*(1 - R1^4)*(M1^2 - 1); eq12 = (4 M2^4/R2^4 - v^2/R1 + 2 w^2/R2^2) (M2^2 - 1)^3 + (2 w^2/R2^2)*((2 M2^2) - 1)*(1 - R2^4)*(M2^2 - 1); eq21 = (4 M1^2/R1^4 - 2*(s^2)*(g - 1)/(M1^(2*g)))*(M1^2 - 1)^3 - (4 w^2/R1^2)* M1^2*(1 - R1^2)^2 ; eq22 = (4 M2^2/R2^4 - 2*(s^2)*(g - 1)/(M2^(2*g)))*(M2^2 - 1)^3 - (4 w^2/R2^2)* M2^2*(1 - R2^2)^2 ; In[25]:= Reduce[ Rationalize [Thread[{eq11, eq22, eq12, eq21} == 0], 16], {g, v, w, s}, Reals] Out[25]= False