Use Holder's inequality to show that if $$ \lim _{n ightarrow \infty) E\left|X_{n} -X ight)^{s} ightarrow 0 $$ then $$ \lim _{n ightarrow \infty) E\left|X_{n}-X ight|^{r} ightarrow @ $$ for $1 \leq r \leq s$. SP.PC.085