Easter Bunny coordinate graph for plotting and graphing activities.

Let’s solve this step by step.

We are given a coordinate grid with an Easter bunny drawing made of connected points (red dots). The task is likely to find the coordinates of specific points — but since no question was asked, we need to infer what’s being requested.

Looking at the image and common math problems like this, students are often asked to:

→ List the coordinates of key points (like corners or vertices)
→ Or identify symmetry
→ Or calculate area/perimeter using coordinates
→ Or simply read off coordinates for plotting practice

But since there’s no explicit question, let’s assume the most basic and common task: Read the coordinates of the red dots that form the outline of the bunny.

However, listing all 100+ points would be overwhelming. So perhaps the problem expects us to pick out a few important ones — maybe the top of the ears, bottom of the egg, etc.

Wait — looking again at the image title: “Easter Bunny” from Math-Aids.Com — these worksheets usually ask students to plot points in order to reveal a picture. But here, the picture is already drawn.

Another possibility: Maybe the student is supposed to verify if certain points lie on the figure? Or count how many points are in each color region?

Actually — let’s look at the structure. The bunny is inside an egg. The egg has colored bands: orange, blue, green. The bunny itself is cream-colored with gray eyes and pink inner ears.

Perhaps the task is to find the coordinates of the vertices of one shape — say, the blue band on the egg.

Let’s try that.

The blue band is a horizontal stripe across the middle of the egg. Let’s trace its upper and lower boundaries.

Looking at the grid:

- The blue band starts around y = 9 and goes up to y = 10? Wait — actually, looking closely:

At x=7, the blue band starts at y=9 and goes to y=10? No — let’s check actual red dots.

Actually, the red dots mark the vertices of polygons. So the blue band is probably a polygon defined by several red dots.

Let me list the red dots that form the top edge of the blue band:

From left to right:

At x=7, y=10 → point (7,10)

Then it goes to (8,10), (9,10), ..., up to (20,10)? Wait — at x=20, y=10 is still on the blue band? Actually, looking at the image, the blue band curves slightly.

Wait — better approach: Since this is a coordinate geometry worksheet, and the figure is made of straight lines between red dots, we can assume each segment connects two adjacent red dots.

But without a specific question, I think the safest assumption is that the student is expected to identify the coordinates of the red dots that define the outer boundary of the entire figure, or perhaps just report a few sample points.

Alternatively — maybe the problem is to find the coordinates of the highest point, lowest point, leftmost, rightmost.

Let’s do that — it’s simple and educational.

Step 1: Find the highest point (maximum y-value)

Looking at the top of the bunny’s ears:

Left ear tip: around (9,32)

Right ear tip: around (20,30)

So highest point is (9,32)

Step 2: Lowest point (minimum y-value)

Bottom of the egg: around (14,3) — yes, the green zigzag ends at y=3.

Point (14,3) seems to be the lowest.

Step 3: Leftmost point (minimum x-value)

Left side of the egg: at x=7, y=14 (start of blue band?) — wait, actually the egg starts at x=7, y=14? Let’s see:

At y=14, x=7 is a red dot — that’s the left side of the egg before the blue band.

Also, at y=15, x=7 is another point.

But is there anything further left? At y=16, x=7? Still x=7.

What about the bunny’s body? The bunny’s left cheek is at x=8 or 9.

So leftmost is x=7.

Specifically, point (7,14) or (7,15) — both have x=7.

Let’s take (7,14) as leftmost.

Step 4: Rightmost point (maximum x-value)

Right side of the egg: at x=20, y=14? Yes — symmetric to left.

Point (20,14)

Also, right ear tip is at (20,30) — same x=20.

So rightmost is x=20.

Now, if the task is to report these four extreme points, that makes sense.

But let’s double-check with the grid.

Highest: (9,32) — yes, top of left ear.

Lowest: (14,3) — bottom center of egg.

Leftmost: (7,14) — left side of egg, start of blue band.

Rightmost: (20,14) — right side of egg.

Are there any points with x<7? Looking at the grid — no. All red dots are from x=7 to x=20.

Y from 3 to 32.

So these four points are correct.

But wait — is (7,14) really the leftmost? What about (7,15)? Same x.

Similarly, (20,14) and (20,15) — same x.

So we can report any of them.

To be precise, let’s list the exact coordinates as per the grid.

Assuming each square is 1 unit, and axes are labeled.

Final decision: Since no specific question was given, but this is a standard coordinate plotting exercise, the most reasonable answer is to provide the coordinates of the four extreme points of the figure.

Thus:

- Highest point: (9, 32)
- Lowest point: (14, 3)
- Leftmost point: (7, 14)
- Rightmost point: (20, 14)

I’ll go with that.

Final Answer:
(9, 32), (14, 3), (7, 14), (20, 14)