Draw a graph indicating the axis, intervals, the scale you used and the Origin.

Draw a horizontal line and label it the x-axis. Draw a vertical line intersecting the x-axis, and label it the y-axis. Use arrows at the ends of both axes to indicate they extend infinitely.

The point where the x-axis and y-axis intersect is the origin. Label this point $\boxed{(0,0)}$.

Along the x-axis, mark equal intervals (e.g., 1, 2, 3, ... to the right of the origin, and -1, -2, -3, ... to the left). Similarly, along the y-axis, mark equal intervals (e.g., 1, 2, 3, ... above the origin, and -1, -2, -3, ... below).

Clearly state the scale used for both axes. For example:

• X-axis scale: $\boxed{1 \text{ unit} = 1 \text{ square}}$
• Y-axis scale: $\boxed{1 \text{ unit} = 1 \text{ square}}$

A visual representation would look like this (imagine this on graph paper):

      ^ Y
      |
      4
      |
      3
      |
      2
      |
      1
<-----|-----0-----1-----2-----3-----4-----> X
      | (0,0)
     -1
      |
     -2
      |
     -3
      |
     -4
      |

2. In a water bottle, the

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