Answer:
<h2>3.6</h2>
Step-by-step explanation:
We're going to use length DC and ML, along with DA and MJ
which is 0.833333333
now for
which is 0.833333333 (again)
as you can see since the shapes <em>ABCD</em> and <em>JKLM</em> are similar, they have a relationship which in this case is 0.833333333
and we can use this <u>0.833333333</u> to help us find the length of <em>KL</em>
knowing that any length for <em>ABCD</em> divided by <em>JKLM</em> is 0.833333333
we can do
![\frac{CB}{LK}=0.833333333](https://tex.z-dn.net/?f=%5Cfrac%7BCB%7D%7BLK%7D%3D0.833333333)
since we don't know what <em>KL </em>is, we can switch the spots and enlongate it, to become:
![\frac{CB}{0.833333333} =LK](https://tex.z-dn.net/?f=%5Cfrac%7BCB%7D%7B0.833333333%7D%20%3DLK)
put in the value for <em>CB</em>
<em />
and we get 3.6
The length of x of KL is...
<h2>
3.6</h2>