Susie has chosen a set of vases for her wedding registry. The vases are cylindrical and their dimensions (in inches) are as follows.
• Vase A: h = 14 and r = 3
• Vase B: h = 7 and r = 6
Which of the following statements about the volumes of the vases is true?

The volume of vase B is twice the volume of vaseA.

The volume of vase B is four times the volume of vase A.

The volume of vase A is twice the volume of vaseB.

The volumes of the two vases are equal.

Question

Susie has chosen a set of vases for her wedding registry. The vases are cylindrical and their dimensions (in inches) are as follows.
•	Vase A:	h = 14 and r = 3
•	Vase B:	h = 7 and r = 6
Which of the following statements about the volumes of the vases is true?

The volume of vase B is twice the volume of vaseA.

The volume of vase B is four times the volume of vase A.

The volume of vase A is twice the volume of vaseB.

The volumes of the two vases are equal.

jordanloveangel · Answer

@iGreen. @sleepyhead314

anonymous · Answer

Plug them into the formula:

$V = \pi r^2 h$

Vase A:

$V = (3.14)(3^2)(14)$

$V = (3.14)(9)(14)$

Multiply 3.14 * 9 * 14

Vase B:

$V = (3.14)(6^2)(7)$

$V = (3.14)(36)(7)$

Multiply 3.14 * 36 * 7

anonymous · Answer

Tell me what you get for both of them.

anonymous · Answer

just a sec my sis took my calculator

anonymous · Answer

Kk

anonymous · Answer

vase a. 395.64 vase b. 791.28

anonymous · Answer

Yes, now divide 791.28 / 395.64.

anonymous · Answer

2

anonymous · Answer

Yep, so Vase B is twice the volume of Vase A.