Answer:
Improper Fraction:

Proper Fraction:
Simplified Proper Fraction:

Explanation:
Is our equation... first we must find a common denominator! Let's take a look...
6: 1, 6, 12
3: 1, 3, 6
We see that both numbers get to 6 so we use that as our common denominator. Now we plug that in...

We get...

Now if you want to leave it as an improper fraction your answer will be
. However, if you want you answer to be a proper fraction your answer is
which can be simplified further to,
.
Whew! What a toughie! We showed that math problem!