I have an equation namely

(-1)*(1/(t*T))*Exp[-d*T + r*t1 - t*td]*
(a - b*p)*(c*((Exp[d*T + t*t1] - Exp[d*t1 + t*td]))*t - 
Exp[d*T + t*td]*(h + t*(o + p)) + 
Exp[d*t1 + t*td]*t*(o + p - T*s + s*t1) + 
Exp[d*T + t*t1]*h*(1 + t*td)) == 0

I would like to separate t1 and T. That is lhs of the equations is in terms of variable of t1 and other variables except T and rhs is in terms of variable T and others variable except t1.

How can I do that by programming?

Thank you in advance.

  • $\begingroup$ The question is not clear. Do you want to express $t1=t1(T,...)$ and vice versa using the same equation? $\endgroup$ – Alex Trounev Sep 19 '18 at 17:54
  • $\begingroup$ No i would like to have F(t1,..) = G(T,...) the lhs has no T and rhs has no t1, this means F is a function of t1 and others except T and G is the function of T and others except t1 $\endgroup$ – Mystogun Sep 20 '18 at 3:51
  • $\begingroup$ What functions are you talking about? In your question there is one equation connecting the two parameters t1, T . You can solve the equation with respect to one or the other parameter, i.e. express $t1=t1(T,...)$ and $T=T(t1,...)$. $\endgroup$ – Alex Trounev Sep 20 '18 at 9:42

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