asked 219k views
5 votes
Curtis builds a doghouse with base shaped like a cube and a roof shaped like a pyramid. the cube has an edge length of 3 1/2 feet. the height of the pyramid is 5 feet. find the volume of the doghouse rounded to the nearest tenth.

2 Answers

2 votes

Answer:

If you search up something about Gabriel building a roof for his shed and it brings you here, I have the answer for you. The answer is $171

Explanation:

This was on edge 2021

answered
User Tomazi
by
8.8k points
5 votes
To determine the volume of the doghouse, we simply have to add the volume of the cube and the pyramid which may be obtained by the equations below.
volume of cube = e³
where e is the length of the side
volume of pyramid = e²h / 3

Substituting the known values to the equation,
volume of cube = (3.5 ft)³ = 42.875 ft³
volume of pyramid = (3.5 ft)²(5 ft) / 3 = 20.42 ft³
Adding up these volumes will give us an answer of 63.29 ft³.
answered
User Prawn
by
7.8k points
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