Directions - Use the diagram of the protracter owndicated angle measures. to e 70 degrees. a) MLNLQ = degrees. b) MZNLM degrees. c) M2OLQ | degrees d) MZNLP =

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### Educational Content on Measuring Angles Using a Protractor

#### Directions: 
Use the diagram of the protractor to find the indicated angle measures.

---

The given image shows a protractor with an overlay of angles labeled \( \angle NLO \), \( \angle NLM \), \( \angle LOQ \), and \( \angle NLP \). You will use the protractor to measure each of these angles.

#### Angles to be Measured

a) \( m \angle NLQ = \_\_\_\_ \) degrees

b) \( m \angle NLM = \_\_\_\_ \) degrees

c) \( m \angle LOQ = \_\_\_\_ \) degrees

d) \( m \angle NLP = \_\_\_\_ \) degrees

---

#### How to Use the Diagram of the Protractor

The protractor is a semi-circular tool marked with degrees from 0 to 180, used to measure angles. Here we have points \( N \), \( L \), \( O \), \( Q \), \( P \), and \( M \) indicated on the diagram.
- Place the midpoint of the protractor at the vertex of the angle you want to measure.
- Align one side of the angle with the baseline of the protractor.
- Read the degree measure where the other side of the angle intersects the numbered arc of the protractor.

#### Detailed Diagram Explanation

1. **Angle \( \angle NLO \)**
   - Position the center of the protractor at point \( L \).
   - Line up the base of the angle with the horizontal baseline of the protractor.
   - Use the marking on the protractor to measure the degrees from \( N \) to \( O \).

2. **Angle \( \angle NLM \)**
   - Place the midpoint of the protractor on point \( L \).
   - Align one ray of the angle with point \( N \).
   - Measure the number of degrees from \( N \) to \( M \) using the scale.

3. **Angle \( \angle LOQ \)**
   - Center the protractor on point \( O \).
   - Align one side of the angle with point \( L \).
   - Measure the angle from \( L \) to \( Q \) by reading the degrees marked.

4. **Angle \( \angle NLP \)**
   - Position the protractor
Transcribed Image Text:### Educational Content on Measuring Angles Using a Protractor #### Directions: Use the diagram of the protractor to find the indicated angle measures. --- The given image shows a protractor with an overlay of angles labeled \( \angle NLO \), \( \angle NLM \), \( \angle LOQ \), and \( \angle NLP \). You will use the protractor to measure each of these angles. #### Angles to be Measured a) \( m \angle NLQ = \_\_\_\_ \) degrees b) \( m \angle NLM = \_\_\_\_ \) degrees c) \( m \angle LOQ = \_\_\_\_ \) degrees d) \( m \angle NLP = \_\_\_\_ \) degrees --- #### How to Use the Diagram of the Protractor The protractor is a semi-circular tool marked with degrees from 0 to 180, used to measure angles. Here we have points \( N \), \( L \), \( O \), \( Q \), \( P \), and \( M \) indicated on the diagram. - Place the midpoint of the protractor at the vertex of the angle you want to measure. - Align one side of the angle with the baseline of the protractor. - Read the degree measure where the other side of the angle intersects the numbered arc of the protractor. #### Detailed Diagram Explanation 1. **Angle \( \angle NLO \)** - Position the center of the protractor at point \( L \). - Line up the base of the angle with the horizontal baseline of the protractor. - Use the marking on the protractor to measure the degrees from \( N \) to \( O \). 2. **Angle \( \angle NLM \)** - Place the midpoint of the protractor on point \( L \). - Align one ray of the angle with point \( N \). - Measure the number of degrees from \( N \) to \( M \) using the scale. 3. **Angle \( \angle LOQ \)** - Center the protractor on point \( O \). - Align one side of the angle with point \( L \). - Measure the angle from \( L \) to \( Q \) by reading the degrees marked. 4. **Angle \( \angle NLP \)** - Position the protractor
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