Look at this diagram. Assume that each square is 1 m × 1 m and that up is positive, left is negative, and north is at the top. Describe Bill’s location as seen by Sue, the reference point, using x and y coordinates.
x = –2 m, y = 1 m
x = –1 m, y = 2 m
x = 2 m, y = –1 m
x = 1 m, y = –2 m
can't seem to see the diagram . . .
Look at this diagram. Assume that each square is 1 m × 1 m and that up is positive, left is negative, and north is at the top. Describe Bill’s location as seen by Sue, the reference point, using x and y coordinates.
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Look at this diagram. Assume that each square is 1 m × 1 m and that up is positive, left is negative, and north is at the top. Describe Bill’s location as seen by Sue, the reference point, using x and y coordinates.
To determine Bill's location as seen by Sue using x and y coordinates, we need to analyze the given diagram.
In the diagram, each square represents 1 m × 1 m. We are given four possible locations for Bill, each specified using x and y coordinates.
1. x = –2 m, y = 1 m: This means that Bill is located 2 meters to the left (negative x direction) and 1 meter up (positive y direction) from Sue's position.
2. x = –1 m, y = 2 m: This indicates that Bill is positioned 1 meter to the left (negative x direction) and 2 meters up (positive y direction) from Sue's position.
3. x = 2 m, y = –1 m: This implies that Bill is situated 2 meters to the right (positive x direction) and 1 meter down (negative y direction) from Sue's location.
4. x = 1 m, y = –2 m: This states that Bill is located 1 meter to the right (positive x direction) and 2 meters down (negative y direction) from Sue's position.
By analyzing these coordinates, we can describe Bill's location relative to Sue using x and y coordinates.