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Pyramids. The Great Pyramid at Giza in northern Egypt is one of the most famous works of architecture in the world. Find its volume to the nearest cubic foot. (Hint: The formula to use is on the inside back cover.)
$85503750 \mathrm{ft}^{3}$
Precalculus
Algebra
Chapter 2
Equations, Inequalities, and Problem Solving
Section 4
Formulas
Algebra Topics That are Reviewed at the Start of the Semester
Equations and Inequalities
Harvey Mudd College
University of Michigan - Ann Arbor
Idaho State University
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and this problem will be asked to find the volume of the pyramid. Well, we're told the length of the base is 755 feet. The width of the base is 755 feet, and the height of the pyramid is 450 feet. Well, to find the volume for a pyramid, we do the equation. V equals 1/3 the length times toe with times the height. So we simply need to stops to our values for length, width and height into our formula. So we'll have V equals 1/3 time's the length, which was 755 feet times toe with which was 755 feet times the height, which is 450 feet. So I'm first going to multiply 1/3 times 4 50 using the associative property Well, 1/4 1/3 times 4 50 or sorry. Yep, Times 4 50 is equal to 1 50 so we'll have V equals 1 50 times 7 55 times 755. Now we simply need to multiply 150 by 755 times 755 which is going to give us 85 million. Sorry. My pen got away from either. Like I said, it's 85 million 503,000 750. And now we'll just need our units. Well, because volume is always ah, units, cute. In this case, it will be feet cute.
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