Answer:
B. 63
Explanation:
Let's first find angle M.
Angle M has 118 by it. The line below it is also a straight line. The angle of a straight line is 180. This means that 180-118 equal angle M.
Angle M = 180-118 = 62
Now the angles of a triangle also equal 180 and since 1 angle is 62, these other two angles must equal 118.

Lets combine like terms. We combine the numbers. -9+7 equals -2. 6x + 4x = 10x. Putting those answers together

If we add 2 to both sides, that gets rid of the 2 on the left side

Lastly, we divide by 10

Now that we have X, we can plug it into angle L's equation!

To show it's correct, plugging it into the other equation makes it 55.
55 + 63 + 62 = 180