Consider the nonlinear system of equations $$ (1) \quad qk^2a_1^2E^2+wna_0a_1AE+pnka_0^2a_1E+rn^2a_0^2A^2-rn^2a_0^3A^2+qk^2a_0a_1ABE-qk^2na_0^2E^2=0, $$ $$ (2) \quad nwa_1^2AE+nwa_0a_1AB+2pnka_0a_1^2AE+2pnka_0^2a_1AB+2qk^2a_1^2ABE-qk^2na_1^2ABE-2qk^2na_0a_1AmE+qk^2na_0a_1AB^2+2rn^2a_0a_1A^2-3rn^2a_0^2a_1A^2=0, $$ $$ (3) \quad rn^2a_1^2A^2+nwa_1^2AB-nwa_0a_1Am+pnka_1^2AE+2pnka_0a_1^2AB-pnka_0a_1^2Am-2qk^2a_1^2m+qk^2a_1^2B^2-3qk^2na_0a_1AmB+qk^2na_1^2AB^2-qk^2na_1^2B^2+2qk^2na_1mE-2qk^2na_1AmE=0, $$ $$ (4) \quad - nwa_1^2Am-rn^2a_1^3A^3+pnka_1^3AB-pnka_0a_1^2Am-2qk^2a_1^2mB+2qk^2na_1^2mB-3qk^2na_1^2AmE+2qk^2na_0a_1Am^2=0, $$ $$ (5) \quad qk^2-pnka_1A+2qk^2nAm-qk^2nm=0; $$ My question for this nonlinear system is:
Using Matlab symbolic computation solve for $a_0$,$a_1$ and $w$ in terms of the rest variables $(q,k,p,n,A,B,E,r,m)$.
Here my tag is under matlab; nonlinear system; symbolic computation:::: if any please correct me
solve()
? If your question is primarily about how to use MATLAB's symbolic capabilities I think this not the right site to get help. $\endgroup$