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Mathematics 3 lesson on identifying and drawing congruent line segments.

A colorful educational slide for Mathematics 3, Quarter 3 MELC 38, featuring the topic "Pagpapakita, pagkilala at pagguhit ng congruent line segments" with a cartoon character on the right side.

A colorful educational slide for Mathematics 3, Quarter 3 MELC 38, featuring the topic "Pagpapakita, pagkilala at pagguhit ng congruent line segments" with a cartoon character on the right side.

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Show Answer Key & Explanations Step-by-step solution for: CONGRUENT LINE SEGMENTS I MATHEMATICS 3 QUARTER 3 MELC 38 I DEPED MELC-BASED
The image you uploaded is related to a mathematics lesson, specifically focusing on Quarter 3 MELC 38, which involves the concepts of "Pagpapakita, pagkilala at pagguhit ng congruent line segments." This translates to "Demonstration, identification, and drawing of congruent line segments."

Problem Overview:


The task likely involves understanding, identifying, and demonstrating congruent line segments. Congruent line segments are line segments that have the same length.

Solution Explanation:



#### Step 1: Understanding Congruent Line Segments
- Definition: Two line segments are congruent if they have the same length.
- Notation: If line segment \( AB \) is congruent to line segment \( CD \), we write it as \( AB \cong CD \).

#### Step 2: Identifying Congruent Line Segments
To identify congruent line segments:
1. Measure the lengths of the line segments using a ruler or other measuring tools.
2. Compare the lengths. If the lengths are equal, the line segments are congruent.

#### Step 3: Demonstrating Congruent Line Segments
- Using Tools: Use a ruler and a pencil to draw two line segments of the same length.
- Verification: Measure both line segments again to confirm their lengths are equal.

#### Step 4: Drawing Congruent Line Segments
To draw congruent line segments:
1. Choose a specific length (e.g., 5 cm).
2. Use a ruler to draw the first line segment of that length.
3. Draw a second line segment of the same length.
4. Label the endpoints of both line segments (e.g., \( AB \) and \( CD \)).
5. Indicate that they are congruent by marking them with the same number of tick marks or using the notation \( AB \cong CD \).

Example:


Suppose you are asked to draw two congruent line segments, each 4 cm long.
1. Take a ruler and mark a point \( A \).
2. Measure 4 cm from \( A \) and mark another point \( B \). You now have line segment \( AB \).
3. Repeat the process to draw another line segment \( CD \) of the same length (4 cm).
4. Label the line segments and indicate their congruence: \( AB \cong CD \).

Final Answer:


The solution involves:
1. Understanding what congruent line segments are.
2. Identifying congruent line segments by measuring and comparing their lengths.
3. Demonstrating congruence through accurate drawing and labeling.

\[
\boxed{\text{Congruent line segments are identified and drawn by ensuring they have the same length.}}
\]
Parent Tip: Review the logic above to help your child master the concept of congruent line segment worksheet.
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