One of the Ancient Greeks famous problem entails, the construction of square whose area equals that of circler using only compass and straightedge. Research this problem and discuss it? Is it possible? If no or yes, explain providing clear rational?
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Answer to One of the most famous problem in greek antiquity was "squaring the circle" that is, using a straightedge and compass to... ... that is, using a straightedge and compass to construct a square whose area is equal to that of a given circle. it was proved in the nineteenth century that no such construction is possible
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