How many vertices does the pyramid of Giza have ?
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The pyramid is truly an ancient architecture marvel. It a heaven for mathematician(full of phi ,pi etc).It is full of mysteries.
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HA HA HA , guys try this
Don't forget to reshare the question, even though it's not mine :)
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@Harsh Shrivastava – Yep!it was good. My strategy to solve such question fast is just taking f(1).
Yes! Dude Pyramids of Giza are full of mysteries
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DONE !!!
Now this
And upvote my solution !! Although you would not understand it
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@Vaibhav Prasad – Well that's a hard prob, trying!
Till then try this !!
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@Harsh Shrivastava – Dude already tried and got it right.
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@A Former Brilliant Member – which one ??? mine or harsh's ??
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@Vaibhav Prasad – Got that problem (which Vaibhav gave) right!! Also upvoted your solution!!
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@Harsh Shrivastava – Also upvote my solution in this
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@Vaibhav Prasad – Hey, did u open your PS4.. Or your mother straightaway locked it into the almirah.. Anyway I am coming to your house after batch test on 5th
@Vaibhav Prasad – Congo on getting PS4!!
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@Harsh Shrivastava – harsh how to solve the problem you gave on pythagorean triples...... I tried bashing it doesn't work !!!!!! :'(
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@Vaibhav Prasad – Try factoring that in two variables by substituting c = a 2 + b 2 then it will become easier to solve!
@Vaibhav Prasad – How about this....
And did you guys upvote my solution ??
@Vaibhav Prasad – Harsh 's one
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@A Former Brilliant Member – Why are u not giving any problem??
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@Harsh Shrivastava – Cause neither I have solved many such question nor I am as brilliant as you both are. Struggling with 5 lattice problem.
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@A Former Brilliant Member – You are more brilliant than me!!
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@Harsh Shrivastava – Kalash Is the most BRILLIANT of all of us !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
@Harsh Shrivastava – C'mon .BTW @Vaibhav Prasad what is this bashing question means??
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@A Former Brilliant Member – Bashing a question means hit and trial starting from 1 to nfinity :D
@A Former Brilliant Member – So upvote my solution :P
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Pyramid of Giza.
Based on the picture above, the Pyramid of Giza actually has 9 vertices because it is seemingly composed of two similar pyramids that all share a vertex. Thus, we get Total amount of vertices in two square pyramids − one overcounted (shared) vertex = 1 0 − 1 = 9 vertices