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Q: What is the volume of the prism 12in. 5in. 8in. 13in?
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Find the lateral area of a rectangular prism if the base edges are 8in and 5in and the height is 13in?

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First step is to calculate volume in the pipe. The volume contained in a 5in diameter section of pipe that is 12in long can be calculated by multiplying the area of a 5in diameter circle by the length of the pipe, in this case 12in. To determine the area of a circle you use the following formula: Area = Pi x radius^2 Area of 5in circle = 3.14 x (2.5in)^2 Area of 5in circle = 19.6in^2 We then multiply this "cross sectional" area of the pipe by the length. 19.6in^2 x 12in = 235.2in^3 Wikipedia tells me that the volume of a US Gallon is 231in^3 To determine the number of gallons in the section of pipe we divide our calculated volume by the defined volume for a US Gallon. Notice the units are the same! Volume in pipe/ Volume of US gallon = 235.2in^3/ 231in^3 = 1.018 Gallons


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Find the perimeter and area of a rectangle that measures 14ft long by 9ft wide?

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