Riddle Problem for a pyramid?
A man in his mid 20's travels many miles to see the Great Pyramid of Giza in Egypt. He is so moved by the sight that he vows that one day, if he has children, they too will see this feat of human endeavor.
Indeed, in years, when his son was in his mid 20's the son fulfills his father's dream, and travels to the Great Pyramid.
The only problem is: the father visited the Great Pyramid in 1995. The son visited in 1969. How is this possible? Please respond if you think or now the answer!!
Comments
a basic theory on how this replaced into finished is via using consumer-friendly machines which includes wheels, ramps, etc.. in which is is idea that with a view to bypass the stones extra effectively they'd raise one finally end up utilising a wedge, pulleys or another approach and then drag it onto tree trunks, then laying extra trunks contained in the route so the blocks can roll a lot less annoying. the concept then maintains that the would construct a ramp from lighter supplies which includes loose rocks crammed in with sand, and push and/or pull the stone up the ramp then get rid of the trunks below at the same time as it were given to that's totally last resting position. because the pyramid were given higher they equipped the ramps higher and longer, some would have wrapped around the pyramid like a screw. at the same time as that they had each of the heavy blocks in position they bumped off the ramps revealing the pyramid. except they want you to calculate such issues because the ramp dimensions and the quantities of stress needed i does no longer call it a math mission besides the undeniable fact that it does sound like a technological awareness mission.
I think it might be that the "father" is referring to a priest. He went to the pyramid in 1969 and "his" son went in 1995.
Either step son or he had a son he didn't know about who had already been to the pyramids.
years BC...
irish?