If a,b,c are real numbers greater than 1 and x=[1/1+log (c^2/a) to the

1.	If a,b,c are real numbers greater than 1 and x=[1/1+log (c^2/a) to the base a^3b^2]+[1/1+log (a^2/b) to the base b^3c^2]+[1/1+ log(b^2/c) to the base c^3a^2] then find the value of 2x
Answer» ANSWER: I'm GOING out of the SHOWER

If a,b,c are real numbers greater than 1 and x=[1/1+log (c^2/a) to the base a^3b^2]+[1/1+log (a^2/b) to the base b^3c^2]+[1/1+ log(b^2/c) to the base c^3a^2] then find the value of 2x

Answer»

ANSWER:

I'm GOING out of the SHOWER

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If a,b,c are real numbers greater than 1 and x=[1/1+log (c^2/a) to the base a^3b^2]+[1/1+log (a^2/b) to the base b^3c^2]+[1/1+ log(b^2/c) to the base c^3a^2] then find the value of 2x

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