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Worksheet on identifying congruent shapes with three examples for students to analyze.

Worksheet titled "Congruent Shapes" with three sections showing pairs of geometric shapes to determine congruence, including a small and large square, two triangles, and two L-shaped figures.

Worksheet titled "Congruent Shapes" with three sections showing pairs of geometric shapes to determine congruence, including a small and large square, two triangles, and two L-shaped figures.

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Show Answer Key & Explanations Step-by-step solution for: Congruent Shapes Worksheet for Kindergarten - 1st Grade | Lesson
Let's solve each question in Section C of the "Congruent Shapes" worksheet. The task is to determine whether each pair of shapes are congruent or not and provide a reason.

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🔷 What does "congruent" mean?


Two shapes are congruent if they have the same shape and size. This means:
- All corresponding sides are equal.
- All corresponding angles are equal.
- One shape can be transformed into the other using translation, rotation, or reflection (no resizing).

> 🚫 If one shape is a scaled version (larger or smaller) of the other, they are not congruent, even if they are similar.

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Question 1)



Shapes: Two yellow squares — one small, one large.

- The small square is clearly smaller than the large one.
- Even though both are squares (same shape), their sizes differ.
- Therefore, they are not congruent.

🔹 Answer:
Not congruent because the shapes are different sizes (one is larger than the other). Congruent shapes must be identical in both shape and size.

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Question 2)



Shapes: Two blue triangles — one upright, one rotated.

- Both appear to be right-angled triangles.
- They look like they have the same side lengths and angles.
- The second triangle is just a rotation of the first.
- Since they have the same shape and size, and one can be transformed into the other by rotation, they are congruent.

🔹 Answer:
Congruent because the triangles have the same shape and size; one is simply a rotation of the other.

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Question 3)



Shapes: Two red L-shaped figures.

- The left shape is a small "L" made of three squares.
- The right shape is a larger "L" made of more squares.
- Visually, the right shape is bigger than the left.
- Although both have an L-shape, they are not the same size.
- So, they are not congruent.

🔹 Answer:
Not congruent because the shapes are different sizes. The right shape is larger than the left one, so they cannot be identical in size and shape.

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Final Answers:



| Question | Are they congruent? | Reason |
|--------|---------------------|--------|
| 1) | No | Different sizes — one is much larger than the other. |
| 2) | Yes | Same shape and size; one is a rotation of the other. |
| 3) | No | Different sizes — the second shape is larger. |

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Summary:
- Congruence = Same shape AND same size.
- Rotation, reflection, or translation does not affect congruence.
- Scaling (making bigger or smaller) makes shapes not congruent.

Let me know if you'd like this turned into a printable answer sheet!
Parent Tip: Review the logic above to help your child master the concept of congruent shape worksheets.
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