Jen's sawhorse is 36 inches tall, 30 inches long, and 24 inches wide. It diagonal measurement, or the hypotenuse is 37.95 inches. What is the total surface area? Round your answer to the nearest hundredth if needed.

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3,926.51 square inches
3,861 square inches
3429 square inches
2,722.5 square inches
Point E and Point F have

3 answers

Based on the dimensions given, the total surface area can be calculated using the formula for the surface area of a rectangular prism: 2lw + 2lh + 2wh

Plugging in the values:
2(30*24) + 2(30*36) + 2(24*36) = 2(720) + 2(1080) + 2(864) = 1440 + 2160 + 1728 = 5328 square inches

Therefore, the total surface area of Jen's sawhorse is 5,328 square inches. None of the answer choices are a match, it seems there was a mistake in the calculations or the given choices.
thats not right
Apologies for the error in the calculations. Let's try again:

To find the surface area of the rectangular prism, we need to find the area of all six sides.

Front and back sides:
Each side is 30 inches long and 36 inches tall. So, the area of one front or back side is 30*36 = 1080 square inches. Since there are two such sides, the total area for the front and back sides is 2*1080 = 2160 square inches.

Top and bottom sides:
Each side is 30 inches long and 24 inches wide. So, the area of one top or bottom side is 30*24 = 720 square inches. Since there are two such sides, the total area for the top and bottom sides is 2*720 = 1440 square inches.

Left and right sides:
Each side is 24 inches wide and 36 inches tall. So, the area of one left or right side is 24*36 = 864 square inches. Since there are two such sides, the total area for the left and right sides is 2*864 = 1728 square inches.

Adding all these areas together, we get:
2160 (front and back) + 1440 (top and bottom) + 1728 (left and right) = 5328 square inches

Therefore, the total surface area of Jen's sawhorse is 5,328 square inches.