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
Is the straight line in the figure the height of the triangle?
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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