Geometry Scavenger Hunt - Lindsay Bowden - Free Printable

Let’s go through each row one by one. The goal is to think of a real-world object that matches the shape or concept in the “WORD” and “PICTURE” columns.

We’re not measuring or calculating — we’re just matching everyday objects to geometry terms.

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Cylinder → Think of something round like a tube, with flat ends.
→ Example: A can of soup, a toilet paper roll, or a water bottle.

Sphere → Something perfectly round in all directions, like a ball.
→ Example: A basketball, a marble, or an orange.

Congruent Figures → Two shapes that are exactly the same size and shape.
→ Example: Two identical puzzle pieces, two same-sized cookies cut with the same cutter, or two matching tiles.

Similar Figures → Same shape but different sizes.
→ Example: A small triangle sticker and a large triangle poster, or a tiny toy car and a real car (same shape, different size).

Hexagon → A six-sided polygon.
→ Example: A honeycomb cell, a stop sign (wait — that’s octagon!), so better: a nut/bolt head, or some pencils have hexagonal bodies.

Actually, let’s pick: a honeycomb cell or a hexagonal tile.

Trapezoid → A four-sided shape with only one pair of parallel sides.
→ Example: A handbag shape, a bridge support, or a table with slanted sides.

Better: a trapezoidal roof section, or a purse with a wide bottom and narrow top.

But for simplicity: a trapezoid-shaped cookie cutter or a yield sign? No — that’s inverted triangle.

Wait — actually, many desks or tables have trapezoid tops? Not always.

Let’s use: a trapezoid-shaped garden bed or a piece of land shaped like a trapezoid.

For kids: a trapezoid-shaped block from a building set.

Acute Triangle → All angles less than 90 degrees. Looks pointy but not too sharp.
→ Example: A slice of pizza (if it’s not too wide), a tent peak, or a road sign (but those are often equilateral).

Actually, most triangular signs are equilateral — which is also acute. So: a yield sign (it’s an upside-down equilateral triangle — still acute!).

Or: a mountain peak drawn as a triangle.

Parallelogram → Opposite sides parallel and equal. Slanted rectangle.
→ Example: A sliding door panel, a stretched-out box, or a rhombus-shaped kite.

Also: the side view of a moving escalator step? Maybe too complex.

Simple: a parallelogram-shaped rug or a tilted picture frame.

Pyramid → 3D shape with a base and triangular sides meeting at a point.
→ Example: The Great Pyramid of Giza, a camping tent, or a cheese wedge.

Square → Four equal sides, four right angles.
→ Example: A chessboard square, a window pane, a sticky note.

Equilateral Triangle → All three sides equal, all angles 60°.
→ Example: A traffic warning sign (like “Yield” or “Road Work Ahead”), a nacho chip, or a musical triangle instrument.

Ray → Starts at a point and goes forever in one direction. In real life, we approximate.
→ Example: A laser pointer beam, sunlight coming through a window, or a flashlight beam.

Note: We can’t find a true infinite ray, but we can find things that *look like* rays — starting at a point and going straight out.

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Now, let’s write down simple, common objects a student might easily find or recognize:

- Cylinder → Soup can
- Sphere → Basketball
- Congruent Figures → Two identical LEGO bricks
- Similar Figures → Small and large version of the same toy car
- Hexagon → Honeycomb cell (or hex nut)
- Trapezoid → Handbag shape (wide bottom, narrow top)
- Acute Triangle → Slice of pizza (narrow slice)
- Parallelogram → Sliding glass door panel
- Pyramid → Camping tent
- Square → Sticky note
- Equilateral Triangle → Yield sign
- Ray → Flashlight beam

These are all reasonable, everyday examples.

Final Answer:
Cylinder: Soup can
Sphere: Basketball
Congruent Figures: Two identical LEGO bricks
Similar Figures: Small and large toy cars
Hexagon: Honeycomb cell
Trapezoid: Handbag
Acute Triangle: Pizza slice
Parallelogram: Sliding door panel
Pyramid: Camping tent
Square: Sticky note
Equilateral Triangle: Yield sign
Ray: Flashlight beam