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Answer :
Final answer:
The total volume of the inside of a trailer is determined by multiplying the length, width, and height of the space. However, this question does not provide the length and width of the trailer which are necessary for the calculation.
Explanation:
The total volume of the inside of a trailer is determined by the formula: volume = length x width x height. From your question, we know the height is 6.5 feet. However, to calculate the total volume, we also need to know the length and the width of the trailer.
As an example, if the length of the trailer is 10 feet, and the width is 5 feet, the calculation would look like this:
Volume = 10 feet (length) x 5 feet (width) x 6.5 feet (height) = 325 cubic feet.
So to answer your question, we need the measurements for the length and the width of the trailer as well.
Learn more about Volume Calculation here:
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The cross sectional area of the cargo trailer floor, which is a composite figure consisting of a square and an isosceles triangle, indicates that the volume of the inside of the trailer is about 3,952 ft³.
What is a composite figure?
A composite figure is a figure comprising of two or more regular figures.
The possible cross section of the trailer, obtained from a similar question on the internet, includes a composite figure, which includes a rectangle and an isosceles triangle.
Please find attached the cross section of the Cargo Trailer Floor created with MS Word.
The dimensions of the rectangle are; Width = 6 ft, length = 10 ft
The dimensions of the triangle are; Base length 6 ft, leg length = 4 ft
Height of the triangular cross section = √(4² - (6/2)²) = √(7)
The cross sectional area of the trailer, A = 6 × 10 + (1/2) × 6 × √(7)
A = 60 + 3·√7
Volume of the trailer, V = Cross sectional area × Height
V = (60 + 3·√7) × 6.5 = 3900 + 19.5·√7
Volume of the trailer = (3,900 + 19.5·√(7)) ft³ ≈ 3952 ft³
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