Find an order for Horner's rule. rule algorithm has the following order.

$(n)$

$(n^2)$

$(2^n)$

$(n^3)$

$(3^n)$

How does this order compare with that of the algorithm for term$-$by$-$term polynomial evaluation algorithm which was found to be $(n^2)?$

Horner's rule is more efficient than term$-$by$-$term polynomial evaluation.

Horner's rule is equally efficient to term$-$by$-$term polynomial evaluation.

Horner's rule is less efficient than term$-$by$-$term polynomial evaluation.