https://file.aiquickdraw.com/mathbot/file/1726624730793iixoqvxu.jpg

The graph shows a Cartesian coordinate system with a point \( D \) plotted. The coordinates of \( D \) appear to be approximately \( (6, 6) \), as it is located six units to the right of the origin on the \( x \)-axis and six units above the origin on the \( y \)-axis.

Would you like to confirm the exact coordinates, or do you need further details on this point or the graph in general?

Here are five follow-up questions based on this graph:

1. What is the distance from the origin to point \( D \)?
2. How can you find the equation of a line passing through point \( D \) and the origin?
3. What is the slope of a line connecting the origin and point \( D \)?
4. If a second point \( E \) is plotted at \( (2, 4) \), how do you find the midpoint of \( D \) and \( E \)?
5. What transformation would shift point \( D \) two units to the left and three units down?

**Tip:** When working with graphs, always double-check coordinates to ensure accuracy, especially when measuring distances or slopes.

What are the coordinates of point D on the Cartesian plane?

Determine the coordinates of point D (approximately (6,6)) on the Cartesian plane. This problem explores core concepts of coordinate geometry such as distance and slope. Suitable for students in Grades 6-8.

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