**What Is The Measure Of Angle L In Parallelogram Lmno** – Complete guide: How to use a protractor Key question: How can I use a protractor to measure angles?

Welcome to this free tutorial guide where you will learn how to read a protractor and how to use it to measure angles.

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## What Is The Measure Of Angle L In Parallelogram Lmno

This complete guide on how to use the protractor includes several examples, animated video mini-tutorials and free worksheets and answer keys.

#### Angle Measurement: Definition, Degree, Radian, Videos, Solved Examples

Before we learn how to use the protractor tool to measure angles, let’s do a quick review of recording angles (understanding this important skill will make learning to use a protractor easier).

Angle notation: In geometry, an angle is denoted by the symbol ∠ and includes 3 consecutive letters representing the three points that form the angle. Note that the middle letter indicates the apex of the angle.

For example, notice how in the diagram below both angles ∠ABD and ∠CBD have point B as their vertex, but have different measures?

In this example, ∠ABD=120 and ∠CBD=60. But what happens when angle measurements are not included in the diagram? How can you find the measure of an angle in such a situation?

### Solved] What Is The Measure Of Angle L? * 70 K L 110 Degrees 140 Degrees…

If so, check out our short animated video tutorial on how to name angles before continuing with the protractor tutorial.

Once you know how to understand angle notation, you’re ready to learn how to use a protractor to find angle measures.

First, make sure you have correctly defined the angle in question. ∠MLN is the angle formed by points M, L, and N with the vertex at point L. Notice that ∠MLN is already colored in the diagram below. If you find coloring angles useful, you can use a marker or marker whenever you use a protractor to measure angles on paper.

The next step is to align the center marker of the protractor with the vertex of the corner (point L in this example) as follows:

## Answered: Arc Sn 10 80 Degrees In Measure, And…

Make sure the bottom beam of the angle (segment LN in this example) is aligned with the bottom of the protractor as shown in the figure.

Now that you have the protractor in position, the last step is to use it to identify the angle measure.

Remember that we are trying to find the measure of ∠MLN. To do this, we need to determine where the upper corner ray (segment LM in this example) intersects the protractor and then read the measurement.

Since ∠MLN is an acute angle (less than 90 degrees), you know that it cannot be equal to 120 degrees.

## Find The Measure Of Each Angle Indicated In Each Figure Where L And M Are Parallel Lines Intersected By A

In Example D, notice that the two angles in question, ∠WYZ and ∠WYX, are right angles, therefore neither acute nor obtuse, and both have angle measures of 90 degrees.

You probably don’t need a protractor to determine that ∠WYZ and ∠WYX are right angles, but this example shows you how a protractor can always help you find angle measures.

Looking for additional practice using a protractor to measure angles? Click on the link below to download the free worksheet and your answer key:

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