Measuring Angles Worksheet - Practice using a protractor to measure various angles.

I understand you've uploaded an image of a worksheet titled "Measuring Angles," which asks students to use a protractor to measure 12 different angles. However, since I can't view or process images directly, I cannot see the actual angles in your image.

To help you solve this problem, here’s how you would approach it:

How to Measure Angles Using a Protractor:

1. Place the protractor: Align the center point (usually marked with a cross or dot) of the protractor on the vertex of the angle.
2. Align one side: Line up one arm of the angle with the zero line of the protractor.
3. Read the measurement: Look at where the other arm crosses the protractor scale. Be sure to use the correct scale (inner or outer) depending on whether the angle opens to the left or right.
4. Record the angle: Write down the degree measure.

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General Tips for Each Angle:

Since I can’t see the specific angles, here are some common types you might encounter:

- Right angle (~90°): Looks like an L-shape.
- Straight angle (~180°): A straight line.
- Acute angle (<90°): Less than a right angle.
- Obtuse angle (>90° but <180°): Wider than a right angle.
- Reflex angle (>180°): Greater than a straight line (though not all worksheets include these).

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Example Walkthrough (Hypothetical):

Let’s say angle #1 is a right angle:
- You’d place the protractor so the vertex aligns with the center.
- One ray lines up with 0°.
- The other ray points to 90° → Answer: 90°

If angle #5 is an acute angle opening upward and appears about half the size of a right angle:
- It might be around 45°.

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Final Step:

You’ll need to physically measure each angle using a protractor and write the degrees in the blank line below each diagram.

Would you like me to help you estimate any specific angles if you describe them? For example:
- "Angle #3 looks like it's more than 90° but less than 180°"
- "Angle #6 is very small, maybe around 30°"

Let me know how I can assist further!