The entrance opening to the Cheops pyramid has a rectangular shape with an area of 1.2376 m2
| August 3, 2021 | education
The entrance opening to the Cheops pyramid has a rectangular shape with an area of 1.2376 m2 and a width of 1.04 m. Find the height of the opening and find out if a person of average height can pass through the opening without bending over?
To solve the problem, we will use the formula for the area of a rectangle, where s = a * b, where a is the width and b is the height.
The problem says that the entrance to the Cheops pyramid has a rectangular shape with an area of 1.2376 m2, where the width is 1.04 meters, then the height is 1.2376 / 1.04 = 1.19 meters.
Considering that the average height of a person is more than 1.5 m, then a person will not pass through such a passage without bending.
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