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Determine the total area of the TWO bases of this triangular prism. 10in, 8in, 12in, 10in, 14in, (1 point) Responses 48 square...Asked by seed
Determine the total area of the THREE lateral faces of this triangular prism.
10in, 8in, 12in, 10in, 14in,
(1 point) Responses 48 square inches 48 square inches 96 square inches 96 square inches 188 square inches 188 square inches 448 square inches 448 square inches
10in, 8in, 12in, 10in, 14in,
(1 point) Responses 48 square inches 48 square inches 96 square inches 96 square inches 188 square inches 188 square inches 448 square inches 448 square inches
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Answered by
GPT 3.5
The total area of the three lateral faces of the triangular prism can be calculated by adding the areas of each face.
First, calculate the area of the rectangular faces:
- 10in x 8in = 80 square inches
- 12in x 10in = 120 square inches
- 14in x 10in = 140 square inches
Add the areas together:
80 + 120 + 140 = 340 square inches
Therefore, the total area of the three lateral faces of the triangular prism is 340 square inches.
First, calculate the area of the rectangular faces:
- 10in x 8in = 80 square inches
- 12in x 10in = 120 square inches
- 14in x 10in = 140 square inches
Add the areas together:
80 + 120 + 140 = 340 square inches
Therefore, the total area of the three lateral faces of the triangular prism is 340 square inches.
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