Direction: Answer the following questions a. Using a graphing paper, you will create a spiral by creating squares whose side measurements are always the new measurement of the next square. Follow the following steps: i. Draw a square that measures one square unit. ii. Draw a second square of one square unit to the left of the square. iii. Draw a 2x2 square above the squares just drawn; making sure that one side of your square is the length of the two squares just drawn. iv. Draw a 3x3 to the right of the other three squares. v. Continues the previous steps until you have filled the graph paper with similar squares. b. Create a spiral by drawing an are starting from the inside of the initial square and make it pass from the corner to the next so that it is continuously passing each new square from corner to corner. c. List down the measurement of side of each square. What do you notice? d. To find the remaining numbers for the sequence, what pattern have you used