George drove 3 miles south and 1 mile west. Using a coordinate plane to represent his trip, let the y-axis run north and south, let the x-axis run east and west, and let his original position be the intersection of the axes. Which ordered pair best represents his final location?
(0,0) ----> (- 1 , -3)
Tanya drove 4 miles south and 3 miles west. Using a coordinate plane to represent her trip, let the y-axis run north and south, let the x-axis run east and west, and let her original position be the intersection of the axes. Which ordered pair best represents her final location
To determine George's final location, we need to add his movements south (-3 miles) and west (-1 mile) to his original position.
Let's start with his original position at the intersection of the x and y axes, which is (0,0).
To move south, we need to subtract 3 from the y-coordinate, so the new y-coordinate becomes 0 - 3 = -3.
To move west, we need to subtract 1 from the x-coordinate, so the new x-coordinate becomes 0 - 1 = -1.
Therefore, George's final location can be represented by the ordered pair (-1, -3).