Reasoning A cone with radius 4 and height 9 has its radius quadrupled. How many times greater is

the volume of the larger cone than the smaller cone? Explain how the volume

of the cone would change if the radius were divided by four.

Question

Nicole

Mathematics

13 January, 05:59

Reasoning A cone with radius 4 and height 9 has its radius quadrupled. How many times greater is

the volume of the larger cone than the smaller cone? Explain how the volume

of the cone would change if the radius were divided by four.

+1

Answers (1)

Know the Answer?

Kaia Cole · Answer 1

Quadrupled cone: 150.8 x 4 = 603.2

How many times greater is

the volume of the larger cone than the smaller cone?

603.2 - 150.8 = 452.4

the volume

of the cone would change if the radius were divided by four.

150.8 divided by 4 = 37.7

Reasoning A cone with radius 4 and height 9 has its radius quadrupled. How many times greater isthe volume of the larger cone than the smaller cone? Explain how the volumeof the cone would change if the radius were divided by four.

Reasoning A cone with radius 4 and height 9 has its radius quadrupled. How many times greater is

the volume of the larger cone than the smaller cone? Explain how the volume

of the cone would change if the radius were divided by four.