A triangle with a 22 degree angle, a 46 degree angle and a 112 degree angle What type of triangle is it
Based on the given information, the triangle has angles measuring 22 degrees, 46 degrees, and 112 degrees.
Since the sum of the angles in any triangle is always 180 degrees, we can calculate the measure of the third angle:
180 degrees - (22 degrees + 46 degrees) = 180 degrees - 68 degrees = 112 degrees.
Therefore, the triangle has angles measuring 22 degrees, 46 degrees, and 112 degrees.
By looking at the angles, we can determine that the triangle is an obtuse triangle. An obtuse triangle is a triangle that has one angle greater than 90 degrees. In this case, the angle measuring 112 degrees is greater than 90 degrees.
Thus, the triangle with angles measuring 22 degrees, 46 degrees, and 112 degrees is an obtuse triangle.