The solids below have the same base and the same height. If the cone is filled with water and poured into the cylinder, how much of the cylinder will be filled?Group of answer choices1/31/22/33/4

A cylinder has a circular base with an area of 40 cm2 and a height of 60 cm. Determine the volume of a cone that has five times the radius and six times the height of the cylinder.Question 11Select one:a.100200 cm3b.120000 cm3c.210000 cm3d.102000 cm3

We have a cone with radius 2 and height 6. We are filling it with water. What would be the volume of water if we fill it up to height 3?

An inverted cone with base radius 77 cmcm and height 2121 cmcm is full of water. The water in this inverted cone is poured into a tall cylinder whose horizontal base has a radius of 77 cmcm. What is the height, in centimeters, of the water in the cylinder?

A cylindrical-shaped container requires 12 cubic feet of soil to be considered full. If a cone with a congruent base and height requires 4 cubic feet of soil, which statement describes how the volumes of these two figures are related? A. The volume of the cone is 1313 of the volume of the cylinder. B. The volume of the cone is 1414 of the volume of the cylinder. C. The cylinder’s volume is 2 times the volume of the cone. D. The cylinder’s volume is 8 times the volume of the cone.

A cylinder and a cone have equal base radii and equal heights. If their curved surface areas are in the ratio 8 : 5, what is the ratio of their radii to heights ?