Four smooth curves W, X, Y, and Z are defined for x>0 by
W(x)=x, X(x)=2x1, Y(x)=−41x−3/2, Z(x)=lnx.
Exactly three of these curves constitute the set {f, f′, f′′} for some twice-differentiable function f. Determine which three curves belong to that set and label each as f, f′, or f′′.