Question

question 8 of 25 (1 point) the coordinate plane below represents a parking lot. there is a parked van located at (100, 250) and a parked truck located at (100, -150). (a) plot points to show the locations of the van and the truck.

Explanation:

Step1: Locate x - coordinate for van

The van is at \((100, 250)\). The x - coordinate is 100. On the x - axis, find the position corresponding to \(x = 100\) (move 100 units to the right of the origin along the x - axis).

Step2: Locate y - coordinate for van

The y - coordinate for the van is 250. From the point \(x = 100\) on the x - axis, move up 250 units along the vertical line \(x = 100\) to plot the van's position.

Step3: Locate x - coordinate for truck

The truck is at \((100,- 150)\). The x - coordinate is 100. Again, find \(x = 100\) on the x - axis.

Step4: Locate y - coordinate for truck

The y - coordinate for the truck is \(-150\). From the point \(x = 100\) on the x - axis, move down 150 units along the vertical line \(x = 100\) to plot the truck's position.

(Note: Since this is a plotting task, the final answer is the visual representation of the two points at \((100,250)\) (van) and \((100, - 150)\) (truck) on the given coordinate plane.)

Answer:

Plot the van at (100, 250) (100 on x - axis, 250 up on y - axis) and the truck at (100, - 150) (100 on x - axis, 150 down on y - axis) on the coordinate plane.