### Solution Found!

# Find all subgroups of order 3 in Z9 Z3.

**Chapter 8, Problem 29E**

(choose chapter or problem)

**Get Unlimited Answers! Check out our subscriptions**

**QUESTION:**

Find all subgroups of order 3 in \(Z_{9} \oplus Z_{3}\).

###
Not The Solution You Need? Search for *Your* Answer Here:

### Questions & Answers

**QUESTION:**

Find all subgroups of order 3 in \(Z_{9} \oplus Z_{3}\).

**ANSWER:**

Step 1 of 3

We know that every group of prime order is cyclic (Every element of a group of prime order generates the group using the group operation. A group that has a generator (of the whole group elements) is called cyclic.).

_________________