Consider the polynomial kernel $K(x_n,x_m)=(1+x_n^T{x}_m{)}^Q,$ where $Q$ is the degree of

the polynomial.

With $C=0\mathrm{.}01$ and $Q=2,$ which of the following classifiers has the highest

$E_{in}?$

$[$a$]0$ versus all

$[$b$]2$ versus all

$[$c$]4$ versus all

$[$d$]6$ versus all

$[$e$]8$ versus all