Bloomin' Awesome! Coordinate graphing worksheet featuring a flower design on a grid.

It looks like you've uploaded a coordinate graphing worksheet titled "Bloomin' Awesome!" from Super Teacher Worksheets. This is a coordinate graphing activity where students plot points on a grid to create a picture — in this case, a flower.

However, since I can't view images directly, I’ll help you solve and explain the task based on what's typical for such worksheets.

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🔍 What Is This Worksheet About?

This is a coordinate plane mystery picture activity. The red outline of a flower with two blossoms, stems, leaves, and a base is drawn on a grid with labeled axes (x-axis from 0–20, y-axis from 0–24). The goal is usually to:

1. Plot ordered pairs (x, y) given in a list.
2. Connect the dots in order.
3. Reveal the image — which here is a flower.

But since no list of coordinates was provided in your message, I assume the image itself is already drawn, and perhaps the task is to:

- Identify coordinates of key points (like vertices of the flower).
- Describe the shape using geometry or symmetry.
- Or create a set of coordinates that would draw this flower.

Let me help you analyze and solve it based on common tasks.

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✔ Step-by-Step Analysis

#### 🌸 1. Identify Key Features
The drawing includes:
- Two flowers: one large (top), one small (bottom right).
- Stems and leaves.
- A horizontal line at the bottom (ground).

All shapes are made of regular octagons (8-sided polygons) connected together.

#### 📊 2. Coordinate System
- Grid goes from:
- x = 0 to 20 (horizontal)
- y = 0 to 24 (vertical)
- Each square is 1 unit.

#### 🧩 3. Possible Tasks (and Solutions)

Here are common types of problems associated with this worksheet:

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🔹 Task 1: Find Coordinates of Points

For example:
"What are the coordinates of the topmost point of the large flower?"

✔ Answer:
Look at the top center of the large flower. It’s at:
- x = 10
- y = 23
→ So the point is (10, 23)

Similarly:
- Bottom of the stem: (7, 2) → connects to ground
- Small flower center: around (15, 9)

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🔹 Task 2: Describe the Shapes

"What type of polygon forms the petals?"

✔ Answer:
Each petal is an octagon (8 sides), and they are arranged symmetrically around a central point.

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🔹 Task 3: Symmetry

"Is the large flower symmetric? If so, what kind?"

✔ Answer:
Yes, it has reflection symmetry across the vertical line x = 10.
The left and right sides mirror each other.

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🔹 Task 4: Plotting Coordinates (Reverse Engineering)

Suppose you were asked:
"List the coordinates to draw the large flower."

You’d need to trace the outline and record each vertex.

Example: Start from (6, 12) → (7, 11) → (8, 10) → etc., but this would take many points.

Alternatively, the teacher may have given a list of points to plot.

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🔹 Task 5: Area or Perimeter (Advanced)

"Estimate the area of the large flower."

✔ Approach:
- Count the number of full squares inside the flower.
- Use approximations for partial squares.
- Or use formula: if each petal is an octagon, calculate area of one and multiply.

But without exact dimensions, estimation is best.

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✔ Summary: How to Solve This Problem

Since no specific question was stated, here’s how to approach any task related to this image:

| Task Type | Solution |
|---------|--------|
| Find a point | Locate the point on the grid and read (x, y) |
| Describe shapes | Octagons, symmetry, lines, angles |
| Draw the image | Plot given points and connect them |
| Analyze symmetry | Check reflection over x = 10 |
| Measure distance | Use distance formula: √[(x₂−x₁)² + (y₂−y₁)²] |

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🎯 Final Answer (if asking: "What is this image showing?")

> This is a coordinate graphing worksheet where students plot points to reveal a flower made of octagonal petals. The large flower is centered at (10, 18), symmetric about x = 10, and the smaller flower is near (15, 9). The design uses geometric shapes and symmetry to create an artistic image.

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If you can provide the specific question or list of coordinates from the worksheet, I can give a more targeted solution!