log of 3 to the base 81
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Answer:
log of 3 to the base 81 = 1/4
Step-by-step explanation:
Since 81 is much larger than 3 , our answer will be a decimal, so let's think of this problem in the opposite sense:
log 3 ( 81 ) * 3 ^4 = 81 , so log 3 ( 81 ) = 4 .
Using the law of exponents, we know that if a ^m = n , then n^(1/ m) = a . So using this rule, we know that 81^( 1 /4 )= 3 , so log 81 ( 3 ) = 1/4
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I believe that the answer is 1/4
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