Students plot the ordered pairs on the grid to reveal the 'Bloomin' Awesome!' flower mystery picture.

This worksheet is a coordinate graphing puzzle. The goal is to plot points on the grid and connect them with straight lines to reveal a hidden picture.

Since you did not provide a specific list of coordinates (ordered pairs like $x, y$) in your request, I cannot "solve" for a missing variable. However, I can explain exactly how this task works so you can complete it if you have the data sheet that goes with it.

How to solve this type of problem:

1. Understand the Grid:
* The horizontal line at the bottom is the x-axis (numbers 0–25).
* The vertical line on the left is the y-axis (numbers 0–25).
* Every point on the grid has an address written as $(x, y)$. The first number tells you how far to go right. The second number tells you how far to go up.

2. Plotting Points:
* Look at your first coordinate pair, for example: $(2, 12)$.
* Start at the corner $(0,0)$.
* Move 2 spaces to the right along the bottom.
* Move 12 spaces up.
* Put a dot there.

3. Connecting the Dots:
* Usually, these worksheets give you lists of points labeled "Shape 1," "Shape 2," etc., or just one long list.
* Connect the dots in the order they are given using a ruler.
* When you finish one shape (like a petal), lift your pencil and start the next set of coordinates.

4. Checking Your Work:
* If your lines look crooked or don't match the red outline in the key, check if you swapped the numbers. Remember: Right first ($x$), then Up ($y$).

Example from the image:
Looking at the large flower in the center:
* The very top point of the highest petal appears to be at $(13, 24)$.
* The center of the flower appears to be around $(13, 17)$.
* The stem starts near $(8, 1)$ and goes up to join the flower head.

If you have the list of numbers for this assignment, follow the steps above to draw the lines. The final result will look like the red drawing shown: two flowers with stems and leaves.

Final Answer:
The task requires plotting coordinate pairs $(x,y)$ on the provided grid and connecting them to form the image of two flowers. Without the specific list of coordinates, the problem cannot be numerically solved, but the method is to locate each $x$ value on the horizontal axis and each $y$ value on the vertical axis, place a point where they intersect, and connect the points in sequence.