the value of ㏒7 ㏒7 √7√7√7 is
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Answer:
(5/2) (log7)²
Step-by-step explanation:
log7 log 7√7√7√7
log 7 log 7¹×7½×7½×7½
log 7 log 7^( 1/2+1/2+1/2+1)
log7( log 7 ^ (5/2) )
(5/2) (log7)²
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