rectangle abcd picture above has length of 6 units and a width of 5 units. point d is the ordered pair. find the coordinates of a b c
To find the coordinates of points A, B, and C for the given rectangle ABCD, we can use the given information that its length is 6 units and its width is 5 units. Let's begin with point D, assuming it as the origin (0,0), and find the coordinates of the other points relative to it.
1. Point D: Since it is the origin, its coordinates are (0,0).
2. Point A: The length of the rectangle is along the x-axis, so the x-coordinate of point A will be 6. The width of the rectangle is along the y-axis, so the y-coordinate of point A will be 5. Therefore, the coordinates of point A are (6,5).
3. Point B: As point B is adjacent to point A along the x-axis, its x-coordinate will be the same as A, which is 6. Since the rectangle's width is along the y-axis, point B will have the same y-coordinate as D, which is 0. Therefore, the coordinates of point B are (6,0).
4. Point C: Point C is adjacent to point B along the y-axis, so its y-coordinate will be the same as B, which is 0. The length of the rectangle is along the x-axis, so the x-coordinate of point C will be the same as D, which is 0. Thus, the coordinates of point C are (0,0).
To summarize:
Point A: (6,5)
Point B: (6,0)
Point C: (0,0)
Point D: (0,0)
To find the coordinates of points A, B, C, and D in the given rectangle ABCD, we can use the information provided.
From the given information, we know that the length of the rectangle is 6 units and the width is 5 units. Let's assume that Point D is the origin (0,0).
Since Point D is the origin, we can consider the length of the rectangle to be the x-coordinate distance, and the width of the rectangle to be the y-coordinate distance.
Using this information, we can determine the coordinates of Point A, B, and C as follows:
Coordinates of Point A:
- The x-coordinate of Point A will be at the same value as the x-coordinate of Point D, which is 0.
- The y-coordinate of Point A will be at the same value as the y-coordinate of Point D plus the width of the rectangle, which is 5 units.
- Therefore, the coordinates of Point A are (0, 5).
Coordinates of Point B:
- The x-coordinate of Point B will be at the same value as the x-coordinate of Point D plus the length of the rectangle, which is 6 units.
- The y-coordinate of Point B will be at the same value as the y-coordinate of Point D plus the width of the rectangle, which is 5 units.
- Therefore, the coordinates of Point B are (6, 5).
Coordinates of Point C:
- The x-coordinate of Point C will be at the same value as the x-coordinate of Point D plus the length of the rectangle, which is 6 units.
- The y-coordinate of Point C will be at the same value as the y-coordinate of Point D, which is 0.
- Therefore, the coordinates of Point C are (6, 0).
Hence, the coordinates of Point A, B, C, and D in the rectangle ABCD are:
A = (0, 5)
B = (6, 5)
C = (6, 0)
D = (0, 0)