Register
The volume of cone A is equal to the volume of cylinder B. In addition, their radii are equal in length. What is the ratio of the height of cone A to the height of cylinder B?
31.1k views
12 votes
The volume of cone A is equal to the volume of cylinder B. In addition, their radii are

equal in length. What is the ratio of the height of cone A to the height of cylinder B?

User Ahmad Melegy
by
5.2k points

1 Answer

6 votes

Answer:

3:1

Explanation:

A cone has the same volume formula as a cylinder, except it is 1/3 as much. So to have the same volume, a cone would need to be 3 times as tall.

User Ming Soon
by
5.1k points
Ask a Question
Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.

5.6m questions

7.3m answers

Other Questions

What is the value of x? (-4) - x = 5
1/7 + 3/14 equivalent fractions
185g in the ratio 2:3
(3x1,000,000)+(3x100,000)+(2x100) what is this number written in standard form?
The function h = -t2 + 95 models the path of a ball thrown by a boy where h represents height, in feet, and t represents the time, in seconds, that the ball is in the air. Assuming the boy lives at sea
Link Copied!