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JEE MATHEMATICS MCQ: COMPLEX NUMBERS

1 Easy
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Analyzing +4 | -1
If a,  b,  ca,\;b,\;c are distinct positive numbers each being different from 1 such that (log⁡ba.log⁡ca−log⁡aa)+(log⁡ab.log⁡cb−log⁡bb)+(log⁡ac.log⁡bc−log⁡cc)=0\left( {{{\log }_b}a.{{\log }_c}a - {{\log }_a}a} \right) + \left( {{{\log }_a}b.{{\log }_c}b - {{\log }_b}b} \right) + \left( {{{\log }_a}c.{{\log }_b}c - {{\log }_c}c} \right) = 0, then abcabc is
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Correct option: C
1
Option C (1) is correct because simplifying the given logarithmic expression leads to log(abc) = 0, which implies abc = 1.

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