There is another part to this I will send it after this one

al 11 BIUAS GPO- SEE 3 4 2. (15 points) You work at a canning factory that's producing cans for a new brand of soup. You need to decide what size the cans should be. The soup cans can have a radius of either 2 in, 2.5 in, 3 in, or 3.5 in. The cans need to hold a volume of exactly 90 in . The company wants the cans to be no more than 5 inches tall, and it wants the cans to have the greatest lateral surface area possible so it can print more information on the side of the cans. To solve this problem, you will fill in this table with the surface area and volume of each cylinder: Radius (in) Height (in) Lateral Surface Area (in?) Volume (in') 2 90 2.5 90 90 3 90 3.5 a. First, calculate the height each can must be, given the radius and volume