Posted by
**plss answer fast** on
.

How many ordered triples of complex

numbers(a,b,c) are there such that a^3-

b,b^3-c,c^3-a are rational numbers, and

a^2(a^4+1)+b^2(b^4+1)+c^2(c^4+1)=2[{(a^3)

b}+{(b^3)c}+{(c^3)a}]

Sunday

March 26, 2017
Posted by
**plss answer fast** on
.

How many ordered triples of complex

numbers(a,b,c) are there such that a^3-

b,b^3-c,c^3-a are rational numbers, and

a^2(a^4+1)+b^2(b^4+1)+c^2(c^4+1)=2[{(a^3)

b}+{(b^3)c}+{(c^3)a}]

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