8. At this point you may have been expecting a problem seeking an optimal cylinder size. Thinking about that kind of problem, describe the steps you would take to find the dimensions of a cylinder which will minimize the surface area. Assume you know the volume to be some number - use 1000 in your explanation if it helps but you don't need to use numbers at all. You can also assume that you would know the smallest size a dimension can be - use 10 in your explanation if it helps but again you do not need to use numbers at all. How you you nd the dimensions of a cylinder (radius and height) which will minimize surface area? A diagram may help your discussion