To represent the proportion of length to height as 3 to 1, we can express this as an equation. If we denote length as
This can also be rearranged to show that:
For each of the given points, we'll evaluate them by checking if they satisfy this equation.
-
Y dot: (4, 9)
- Length = 4, Height = 9
- Check:
→ Not true (since )
-
Z dot: (3, 9)
- Length = 3, Height = 9
- Check:
→ Not true (since )
-
X dot: (3, 6)
- Length = 3, Height = 6
- Check:
→ Not true (since )
-
W dot: (3, 9)
- Length = 3, Height = 9
- Check:
→ Not true (since )
From the above checks, since none of the given points satisfy the proportion of 3 to 1, it seems there might be a misunderstanding in interpreting the question or the data provided.
Since we're actually looking for a graph that appropriately represents the ratio of length to height of 3 to 1, we can calculate the expected height based on the lengths of the dots given.
For a banner with a length of 3, the expected height according to the ratio would be:
For a banner with a length of 4, the expected height is:
For a banner with a length of 6, the expected height is:
None of the points as they stand represents this exact ratio. Please reevaluate the data or clarity on dimensions required to further determine which may represent a ratio approaching 3 to 1 properly.