https://r2.erweima.ai/mathbot/image/172655099920086wmgmdr.jpg

The image contains a geometric figure and a series of exercises asking to find the measures of certain angles using a protractor. The diagram shows a set of intersecting lines labeled with the points \(P\), \(R\), \(O\), \(T\), and \(A\), and the instructions ask for the measurement of angles \( \angle PRO \), \( \angle ORT \), \( \angle O \), \( \angle RTO \), and \( \angle ATO \).

Here are the exercises:

1. **m∠PRO** 
2. **m∠ORT**
3. **m∠O**
4. **m∠RTO**
5. **m∠ATO**

### Steps for measuring angles:
1. Identify the correct angle vertices and the sides of each angle.
2. Use a protractor to measure each angle by aligning it properly with the vertex and one side of the angle.

For further help, I can explain the steps in more detail or assist with specific angle measurements if you have trouble using a protractor.

Let me know if you'd like detailed guidance on measuring these angles, or if you'd like me to clarify any of the steps.

### Related Questions:
1. How do you correctly position a protractor to measure angles?
2. What types of angles (acute, obtuse, right) are present in this figure?
3. What are the properties of adjacent angles in an intersection like this one?
4. How can you calculate an unknown angle if you know its adjacent angles?
5. What is the sum of the angles around a point?

### Tip:
Remember, the sum of angles around any point is always 360°. This might help if you're unable to measure all the angles directly!

Measure the angles PRO, ORT, O, RTO, and ATO using a protractor.

Learn how to measure angles formed by intersecting lines, including angles PRO, ORT, O, RTO, and ATO. Use a protractor to find each angle, following geometric principles such as the adjacent angles theorem and vertical angles theorem. Suitable for Grades 6-8.

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