Answer:
There are no obtuse angles in a right triangle, which is because of the sum of angles in a triangle, 180°. So, if we tried for instance, to say that another angle apart from the right angle is 91°, then 91° + 90°(the right angle) is 181°, which is higher than the required value for the sum of angles in any triangle. The two other angles other than the right angle are obviously acute angles, as we learned from the previous paragraph. They can be ranging anything from 0 < x < 90. This inequality helps a lot if you are still trying to see if an angle is acute or right.
Explanation:
I hope this helps! :)