The image shows a reconstruction of a pyramid with a square base. What is the best estimate for the volume of the pyramid
The volume of a pyramid equals a third times its base times its height \[V_\text{pyramid}=\tfrac13bh\]
The base of a square pyramid is a square. The area of a square is the side length of the square, squared. \[b=s^2\]
1,460,040 m3 2,433,400 m3 4,380,120 m3 7,300,200 m3
Does the image of the pyramid have the side lengths of the square, and the height of the pyramid?
http://cdn.ple.platoweb.com/PCAP-ASSETS-PROD/caf08df79c04467fb1ab943882593577
So, according to the diagram What is the side of the square \(s\)? and what is the height of the pyramid \(h\)?
230 meters across and 138 meters on h
right., so plug these values into the equations, what do you get/
so is it 2433
2,433,400
yeah, and the units are m^3
2,433,400 m3 is right.
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