Question

PLEASE HELP MEDAL AND FAN FOR FIRST/BEST ANSWER!!!
Juan has a cone that has a height of 5 inches, and the circular base with a radius of 2 inches. He also has a cylinder that has a height of 5 inches, and also has a circular base with a radius of 2 inches. If he fills the cone completely with water and then dumps the water into the cylinder, how many cones full of water will it take to fill the cylinder completely?

Answer 1

@mathman123

Answer 2

Step 1. Look up: a. Formula for volume of a cone.
b. Formula for volume of a cylinder.

Step 2. Use the formulas you found in step 1. and calculate the volume of a. Cylinder, b. Cone.

Step 3 divide the volume of the cylinder by the volume of the cone. The results is the answer.

Answer 3

Step 1. Volume of cone formula: V= Pi r^2 h/3
In speak, Volume equals Pi times radius squared times 1/3 height.

Volume of cylinder V=pi r^2 h,
In speak Volume equals pi time radius squared, times height.

There is a start.