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Omni-MATH / Real numbers x,y,z satisfy x+xy+xyz=1, y+yz+xyz=2, z+xz+xyz=4 The largest possible value of xyz is (a+b√(c))/(d), where a,b,c,d are integers, d is positive, c is square-free, and … · Discussion

Discussing Real numbers x,y,z satisfy x+xy+xyz=1, y+yz+xyz=2, z+xz+xyz=4 The largest possible value of xyz is (a+b√(c))/(d), where a,b,c,d are integers, d is positive, c is square-free, and … · Omni-MATH

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