$Z_{33}$ is $3-$group

The element $(7,30)$ is of order $15$ in $Z_{35}{Z}_{90}$

$(134)(125)$ is cycle permutation.

If the order of a group $|G|=33,$ then $G$ contain an element of order $3.$

No group of order $255$ is simple

MARK TRUE OR FALSE AND EXPLIAN WHY $????????$