This applet shows a cylinder and a cone with identical radii and heights.[br]Make the height 2.6 (or close) and the radius 1.2 (or close).[br]When you move the slider [b]Transfer Water [/b]we visualize the cone being filled with water and emptying this water into the cylinder.
How high does the water transferred from the cone reach inside the cylinder?[br][br]How does this connect to the formulas shown on the applet.
Set the height to 2 units and the radius to 0.9, let's assume the units are cm[br][br]What are the volumes for the cylinder and the cone respectively?
If a cone has a volume of 35.7 L, what is the volume of a cylinder with the same radius and height?[br][br]Explain your thinking.