Pool Perimeter (Part 1) (Find the perimeter of a figure given a set of ordered pairs by drawing it on the coordinate pla

The video tutorial guides viewers through using a coordinate plane to recreate a diagram of Sam's pool. Each unit on the plane represents one foot. The process involves plotting points A to F based on given coordinates, connecting them in alphabetical order, and finally connecting point F to point A. The tutorial emphasizes understanding ordered pairs, where the X value indicates horizontal movement and the Y value indicates vertical movement. By following these steps, viewers can successfully recreate the pool diagram.

What is the purpose of using a coordinate plane in Sam's pool diagram?

• To measure the depth of the pool

• To draw a diagram of the pool

• To calculate the water volume

• To determine the pool's color

How do you determine the position of a point on the coordinate plane?

• By measuring the angle from the origin

• By counting the number of grid lines

• By using the distance from the origin

• By using the X and Y values of the ordered pair

Where is Point A located on the coordinate plane?

• 7 spaces to the right and 3 spaces below the X axis

• 7 spaces to the left and 5 spaces above the X axis

• 7 spaces to the right and 5 spaces above the X axis

• 7 spaces to the left and 3 spaces below the X axis

Which point is located 8 spaces to the right of the origin and on the X axis?

• Point E

• Point D

• Point B

• Point A

What is the final step to complete Sam's pool diagram?

• Connect all points to the origin

• Connect point F to point A

• Connect point C to point D

• Connect point A to point B