You wish to create a very luxurious can (i.e. cylinder) without a top that can hold a volume of 450 mL. The cost of the material to make the can is however quite expensive. Assuming that the cost of the material is proportional to the amount of material needed to build the can, find the dimensions of the can such that the cost of the material is minimized. Submit your answer in numerical form, and round to two decimal places. Radius: cm Height: cm