log2/3{8/27} determine the value
Answers
Answered by
8
(1)logaXn=nlogaX
(2)logaa=1
Now,
log23(827)=log23(2333)=log23(23)3[Applying(1), for n=3]
=(3)⋅log(23)(23)=3(1)=3, [Applying(2) for a=23 ]
(2)logaa=1
Now,
log23(827)=log23(2333)=log23(23)3[Applying(1), for n=3]
=(3)⋅log(23)(23)=3(1)=3, [Applying(2) for a=23 ]
Answered by
9
I think it is pronouced as log 8/27 to base 2/3
log 2/3 (2³/3³)
3 is the ans
as 2/3 2/3 get cancelled
log 2/3 (2³/3³)
3 is the ans
as 2/3 2/3 get cancelled
Similar questions