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Have to factor the num. and den.:
So, the num. factors with 8 and 5, which add to give us the 13:

The den. has a GCF of 3, so pull that out first:

Then factor the remaining bit with 6 and 5, which add to give us the 11:

Rewrite as a fraction:

Here we can see that the u-5 cancels, which leaves: