Answer:

Looking at these angles, the type of this triangle is an obtuse triangle.
Explanation:
First, sum up all the angles to 180 (because any triangle's angles sum up to 180).

Next, combine like terms:

Solve:

After that, plug x into the angles equations

Since 127 is obtuse, this triangle is obtuse.
I hope this helps, but I am unsure if it is correct.