- #1
xmcestmoi
- 11
- 0
Please help with this question:
let ∣G∣=15. If G has only one subgroup of order 3 and only one of order 5, prove that G is cyclic.
Thank you!
let ∣G∣=15. If G has only one subgroup of order 3 and only one of order 5, prove that G is cyclic.
Thank you!