A wedding cake is prepared using 3 individual cakes. The first is a rectangular prism with a length thirteen inches, a width 9 inches, and a height 3 inches. The second is a cylinder with a diameter 6 inches and a height 4 inches. The third is a cube with side length 3 inches. What is the approximate total volume of the cake? Use three point one four for pi. Round to the nearest whole number.
We have three cakes, Let's calculate the volume of each individually. The volume of cake will be the sum of the volumes of the individual cakes. Let's get to work:)
The first is a rectangular prism with length 13 inches, width =9 inches and height = 3 inches l= 13 inches w= 9 inches h= 3 inches |dw:1332181349779:dw| Volume of this rectangular prism= \(l\times w\times h\) =\(13\times 9 \times 3= 351\ inches^3\)
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