17m 15m 17m 16m 11m what is the surface area of the net of the triangle prism answer 822 790 768 779
To find the surface area of the net of a triangular prism, you need to first calculate the areas of all the individual faces and then add them together.
In this case, the triangular prism has 2 triangular faces and 3 rectangular faces.
The two triangular faces have a base of 16m and a height of 11m, so each triangular face has an area of (1/2) * base * height = (1/2) * 16m * 11m = 88m^2.
The three rectangular faces have dimensions of 17m x 15m, 17m x 15m, and 16m x 11m. The area of each rectangular face is length * width, so the area of the three rectangular faces are 255m^2, 255m^2, and 176m^2, respectively.
Adding up all the areas: 88m^2 (triangular face) + 88m^2 (triangular face) + 255m^2 (rectangular face) + 255m^2 (rectangular face) + 176m^2 (rectangular face) = 762m^2
Therefore, the surface area of the net of the triangle prism is 762 square meters.
None of the provided answers are correct, but the closest one is 768.