1. Complete the table below to calculate the surface area to volume ratio of different sized cubes where L is the length of each side of a cube. Area of each Number of blocks (Length) of each side's face L side L (cm) (cm) 1 2 3 5 6 Surface area of the whole cube L x 6 (cm) Volume of the cube L (cm) 2. As volume (a proxy for overall size) increases, what happens to a. Total surface area? b. SA/V ratio? 3. Graph the SA/V ratio as it relates to overall volume. Surface area to volume ratio Surface area (cm) Volume (cm) 4. Describe the relationship between size and SA/V ratio. Surface Area to Volume ratio 7 9 S 2 - 0 50 100 150 200 Volume (cm) 250