If you delete a square with a side of sex units to create a square with a side, 18 units, what scale factor should you use?
To find the scale factor, we need to determine the relationship between the side lengths of the two squares.
The original square has a side length of 6 units, and the new square has a side length of 18 units. The scale factor can be calculated by dividing the side length of the new square by the side length of the original square.
Scale Factor = New Square Side Length / Original Square Side Length
Scale Factor = 18 units / 6 units
Scale Factor = 3
Therefore, the scale factor to create a square with a side length of 18 units is 3.
To find the scale factor, we need to compare the side lengths of the original square and the new square.
The original square has a side length of 6 units. The new square has a side length of 18 units.
To find the scale factor, we divide the side length of the larger square by the side length of the smaller square:
Scale factor = (side length of new square) / (side length of original square)
Scale factor = 18 units / 6 units
Scale factor = 3
Therefore, the scale factor should be 3.