PART A: All but two of the pyramids built by the ancient Egyptians have faces inclined at 52 degree angles. Suppose an archaeologist discovers the ruins of a pyramid. Most of the pyramid has eroded, but the length of a side of the square base is 82 meters. How tall was the pyramid, assuming its faces were inclined at 52 degrees? Round your answer to the nearest meter. 25 m 32 m 52 m 105 m
PART B: According to historical records, the Great Pyramid of Giza was originally about 147 meters tall. Assuming it was built with its faces at a 52 degree incline, which of the following is the original length of one of its sides? Round your answer to the nearest meter. 91 m 115 m 182 m 230 m
\[\tan 52 = \frac{ a }{82}\] \[\tan 52 = \frac{147}{ b }\] This is about as far as I get with either one.
Cool Im just going to get it myself Im glad this was no help at all thanks
Join our real-time social learning platform and learn together with your friends!