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Therefore, the volume of one pyramid must equal one-sixth the volume of the cube, or A: 1/6 (b)(b)(2h) or 1/3Bh B: 1/6 (b)(b)(6h) or Bh C: 1/3 (b)(b)(6h) or 1/3 Bh D: 1/3 (b)(b)…

Therefore, the volume of one pyramid must equal one-sixth the volume of the cube, or A: 1/6 (b)(b)(2h) or 1/3Bh B: 1/6 (b)(b)(6h) or Bh C: 1/3 (b)(b)(6h) or 1/3 Bh D: 1/3 (b)(b)…
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Therefore, the volume of one pyramid must equal one-sixth the volume of the cube, or

A: 1/6 (b)(b)(2h) or 1/3Bh
B: 1/6 (b)(b)(6h) or Bh
C: 1/3 (b)(b)(6h) or 1/3 Bh
D: 1/3 (b)(b)(2h) or 2/3 Bh

Therefore, the volume of one pyramid must equal one-sixth the volume of the cube, or-example-1
User Teodor Tite
by
8.8k points

2 Answers

6 votes

Answer: a

Explanation:

edge

User Djreisch
by
8.9k points
2 votes

Answer:

a

Explanation:

e2020

User Mike Ottum
by
8.3k points
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