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$\log_{7} \log_{7} \sqrt{7 (\sqrt{7 \sqrt{7}})} =$

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3 log27

1-3 log37

1-3 log72

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detailed solution

Correct option is C

log7 log7 777=log7 log7 77/8=log7(7/8)=log7 7-log7 8=1-log7 23=1-3 log7 2.

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log7 log7 7(77)=

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$\log_{7} \log_{7} \sqrt{7 (\sqrt{7 \sqrt{7}})} =$