if(3/4)^5x =1 then x is equal to
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Answer:
22−log23
11−log43
2log232log23−1
Answer :
C
Solution :
3x=4x−1
Taking log3 on both sides, we get
⇒xlog33=(x−1)log43
⇒x=2log32⋅x−log34
⇒x(1−2log32)=−2log32
⇒x=2log322log32−1
⇒x=11−12log32=11−1log34=11−log43=22−log23
⇒11−12log23=11−log43
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