Coordinate Geometry and Movement Problems

The video tutorial covers moving a point on a grid, finding new coordinates, drawing a rectangle by identifying its vertices, and calculating distances using coordinates. It includes practical examples such as moving a point two steps up and one step to the right, drawing a rectangle with given vertices, and calculating the distance John rides his bike using unit conversion. The tutorial emphasizes understanding coordinates, geometry, and distance calculation.

What happens to the y-coordinate of a point if it is moved two steps up?

• It decreases by 1

• It decreases by 2

• It increases by 2

• It remains the same

If a point is moved one step to the right, what happens to its x-coordinate?

• It decreases by 1

• It increases by 2

• It increases by 1

• It remains the same

What are the new coordinates of a point initially at (-4, 3) after moving two steps up and one step to the right?

• (-4, 5)

• (-3, 4)

• (-5, 5)

• (-3, 5)

How many units long is each side of the square formed by the given vertices?

• 3 units

• 4 units

• 5 units

• 6 units

What is the shape of the figure formed by the vertices given in the problem?

• Circle

• Square

• Rectangle

• Triangle

What is the x-coordinate of John's home if each unit is 400 meters?

• 1600 meters

• -400 meters

• 400 meters

• -1600 meters

What is the y-coordinate of John's home?

• -1600 meters

• 1600 meters

• 400 meters

• -400 meters

What is the x-coordinate of John's friend's house?

• 400 meters

• -400 meters

• -1600 meters

• 1600 meters

What is the y-coordinate of John's friend's house?

• 400 meters

• -1200 meters

• 1200 meters

• -400 meters

What is the x-coordinate of the swimming pool?

• 2000 meters

• -2000 meters

• -1600 meters

• 1600 meters