Nikolas calculated the volume of the prism. His work is shown below. A triangular prism. The triangular base has a base of 5.8 feet and height of 6.2 feet. The height of the prism is 9.2 feet. Nikolas’s Work: Area of base = B = one-half b h = one-half (5.8) (6.2) = 17.98 feet squared. Volume = B h = (17.98) (9.2) = 165.416 feet cubed. Where, if any, did Nikolas first make a mistake in his work? A. Nikolas used the wrong measurements when finding the area of the base. B. Nikolas used the wrong formula for the volume of the prism. C. Nikolas made a computational error. D. Nikolas did not make a mistake.

Nikolas calculated the volume of the prism His work is shown below A triangular prism The triangular base has a base of 58 feet and height of 62 feet The height class=

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Answer:

D) he did not make a mistake

Step-by-step explanation:

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The volume of the triangular prism is 165.416 ft³. Therefore, Nicholas did not make any mistake in his calculation.

Volume of a triangular prism

volume of a triangular prism = 1 / 2 Bh

where

  • B = area of the base
  • h = height of the prism

Therefore,

B = 1 / 2 × 5.8 × 6.2

B = 35.96 / 2

B = 17.98 ft

Therefore,

volume of a triangular prism = 17.98 × 9.2

volume of a triangular prism = 165.416

volume of a triangular prism = 165.416 ft³

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