Find the value of log 128 to the base √2?
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Answer:
Step-by-step explanation:
We know,
sqrt(2)=2^(1/2)
128=2^7
Thus,
log (base √2) 128
=log(base 2^1/2) 2/7
=7*2 log (base 2) 2 [as log (base b^n) a^m=m/n log (base b) a]
=14 (Ans)
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