Determine the type of angle given.
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Determine the type of angle given.
To solve this problem, we'll examine the image presented for the angle type:
Now, let's apply these steps:
Step 1: Analyzing the provided diagram, observe that there is an angle formed among the segments.
Step 2: The angle is depicted with a measure that appears greater than a right angle (greater than ). It is wider than an acute angle.
Step 3: Given the definition of an obtuse angle (greater than but less than ), the graphic clearly shows an obtuse angle.
Therefore, the solution to the problem is Obtuse.
Obtuse
Can a triangle have a right angle?
Look for angles that open wider than a corner of a square or rectangle. If the angle looks 'stretched out' beyond 90°, it's obtuse!
An obtuse angle is between 90° and 180°, while a straight angle is exactly 180° (forms a straight line). Obtuse angles still have a 'bend' in them.
Don't confuse 'sharp-looking' with acute! Acute angles are narrow (less than 90°), like the corner of a slice of pizza. This angle opens much wider than that.
Absolutely! Measure the angle with a protractor. If it reads between 90° and 180°, you've confirmed it's obtuse.
Look carefully at the angle marking or arc. If it's slightly wider than a perfect corner (90°), it's obtuse. When in doubt, compare it to a known right angle.
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