Volume of Pyramids Answers

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118949
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(b)(b/2)✔ (b)(b)(b)(b)(b)

Answers:
The area of the base of the cube, B, is square units.:(b)(b)
The volume of the cube is cubic units.:(b)(b)(b)
The height of each pyramid, h, is . Therefore,:b/2
There are square pyramids with the same base and height that exactly fill the given cube.:6
Therefore, the volume of one pyramid is or Bh.:(1/6)(b)(b)(2h)
118950

✔ (b)(b)(b)(b)(b)(b/2)(b)(b)(b/6)

A
✔ (b)(b)(b)
B
(b)(b)(b/2)
C
(b)(b)(b/6)
118951

✔ b/2b2b

A
✔ b/2
B
b
C
2b
118952

24✔ 6

A
2
B
4
C
✔ 6
118953

(1/6)(b)(b)(h)✔ (1/6)(b)(b)(2h)(1/6)(2b)(h)

A
(1/6)(b)(b)(h)
B
✔ (1/6)(b)(b)(2h)
C
(1/6)(2b)(h)
118964

7,93552,900✔ 2,645,0007,935,000

A
7,935
B
52,900
C
✔ 2,645,000
D
7,935,000
118975

Kabir wants to know the volume of a solid right pyramid with a square base. He uses a ruler to measure the length of the base as 8 inches. He then measures the slant height to be 5 inches.

Answers:
The hypotenuse of the right triangle used to determine the height is inches.:5
The leg of the right triangle that lies on the same plane as the base is inches.:4
The height of the pyramid is inches.:3
The volume of the solid pyramid is cubic inches.:64
118976

✔ 4568

A
✔ 4
B
5
C
6
D
8
118977

✔ 3456

A
✔ 3
B
4
C
5
D
6
118978

8✔ 64106.666192

A
8
B
✔ 64
C
106.666
D
192
118995

The length of the base edge of a pyramid with a regular hexagon base is represented as x. The height of the pyramid is 3 times longer than the base edge.

Answers:
The area of the hexagon base is times the area of the equilateral triangle.:six
The volume of the pyramid is x3 units3.:3/2
118996

altitudeapothem✔ areavolume

A
altitude
B
apothem
C
✔ area
D
volume
118997

twothreefour✔ six

A
two
B
three
C
four
D
✔ six
118998

✔ 3/2369/2

A
✔ 3/2
B
3
C
6
D
9/2

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