The cholula pyramid in mexico has a height of approximately 217 feet and a base approximately 1476 feet by 1476 feet. the cheops pyramid(part of the great pyramids) is taller with an approximate height of 480 feet but with a 755 feet by 855 feet base. determine which pyramid has the most volume

To solve this problem you must apply the proccedure shown  below:

 1- You must apply the formula for calculate the volume of a square pyramid and the formula for calculate the volume of a rectangular pyramid.

 2- You have that the Cholula pyramid in Mexico has a height of approximately 217 feet and a base approximately 1476 feet by 1476 feet. Therefore, it is a square pyramid. So, you have:

 V1=(a^2)h/3
 V1=(1476 feet)^2(217 feet)/3
 V1=1.58x10^8 feet^3

 3- The Cheops pyramid has an approximate height of 480 feet and 755 feet by 855 feet base. It is a rectangular pyramid:

 V2=lwh/3
 V2=(855 feet)(755 feet)(480 feet)/3
 V2=1.03x10^8 feet^3

 The answer is: The Cholula pyramid has the most volume.
 

Its d so thats how it would would back from 1.0 form three four two