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If for three non-zero and unequal real numbers a, b and c; 1a+ω+1b+ω+1c+ω=2ω2 and 1a+ω2+1b+ω2+1c+ω2=2ω, where ω2 and ω are the complex cube roots of unity, then 1a+1+1b+1+1c+1= |
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Answer» If for three non-zero and unequal real numbers a, b and c; 1a+ω+1b+ω+1c+ω=2ω2 and 1a+ω2+1b+ω2+1c+ω2=2ω, where ω2 and ω are the complex cube roots of unity, then 1a+1+1b+1+1c+1= |
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