Draw steps 1 and 4 of this quadratic pattern.
How many squares would be in step 9 of the pattern?
Write an equation to represent this function using x as the step number and y as the number of squares.
Sketch step 4 of the pattern
How many squares would be in step 6 of the pattern?
Describe the relationship between the step number and the number of squares. Feel free to show this relationship on the provided image.
In pattern B, the total number of dots can be expressed by f(n) = 2n2 + 1, where n is the step number. Fill in the missing values in the table for steps 0 through 5.
How many squares would be in step 9 of this pattern?
How many squares would be in step 6 of this pattern?
Describe the relationship between the number of squares and the step number?
Write an equation to represent the relationship between x (the step number) and y (the number of squares).