Law core problems
Problem 1 – Case resonance weight#
A case’s “precedent weight” is modeled as
$$ W = D_3 ΛΘ. $$
If $$Λ$$ increases by 12%, how does $$W$$ change?
Problem 2 – Legal delay time#
Court delay follows
$$ T_d = \frac{D_9}{T_f}. $$
If $$T_f$$ increases by 20%, what happens to $$T_d$$?
Problem 3 – Evidence resonance strength#
Evidence resonance strength is
$$ S = X τ_r, \quad X = F_3 T_f. $$
If $$τ_r$$ is reduced by 40%, how does $$S$$ change?