Question

question 32 of 40
give the location of dallas as an ordered pair (x, y).
question 33 of 40
using the pencil, plot the point (1, -1).

Explanation:

Question 32:

Step1: Determine x - coordinate

To find the x - coordinate of Dallas, we look at the horizontal (x - axis) position. From the origin (0,0), moving to the right (positive x - direction) or left (negative x - direction). Dallas is 1 unit to the right of the origin on the x - axis, so \(x = 1\).

Step2: Determine y - coordinate

For the y - coordinate, we look at the vertical (y - axis) position. Moving up is positive y, moving down is negative y. Dallas is 5 units down from the origin, so \(y=- 5\) (assuming the grid lines are 1 unit each and the position of Dallas is at (1, - 5) by counting the grid lines from the origin).

Step1: Locate x = 1 on x - axis

Find the position on the x - axis where \(x = 1\). This is 1 unit to the right of the origin (0,0) on the horizontal axis.

Step2: Locate y=-1 on y - axis

Find the position on the y - axis where \(y=-1\). This is 1 unit below the origin (0,0) on the vertical axis.

Step3: Plot the point

The point \((1,-1)\) is at the intersection of the vertical line through \(x = 1\) and the horizontal line through \(y=-1\). So we mark the point at that intersection.

Answer:

\((1,-5)\)

Question 33: