If the great pyramid of giza is 463 feet tall, and one side of its square base is 770 feet, what is the slope of each face?

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If the great pyramid of giza is 463 feet tall, and one side of its square base is 770 feet, what is the slope of each face?

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Cheahjimmyviz Cheahjimmyviz · Answer 1

use Pythagoras theorem to find the slope of the square pyramid
to find the slope you must image the right triangle formed
the base of the right triangle is half the length of the base of the
pyramid
thus
   l² = h² +( b/2)² where l = slope
   h = vertical height
   b = length of base
l² = 463²+ 385² / 770/2 = 385
l = √(214369 + 148225)
   602.16ft