Home
Class 10
MATHS
log(1//2).(2)/(3) log(2//3) .(1)/(2). ...

`log_(1//2).(2)/(3)` ______ `log_(2//3) .(1)/(2)`. The appropriate symbol in the blank is

A

`gt`

B

`lt`

C

=

D

Cannot be determined

Text Solution

Verified by Experts

The correct Answer is:
B

(i) Use `a gt b implies log_(b) a gt 1` and `a lt b implies log_(b) a lt 1`
Promotional Banner

Similar Questions

Explore conceptually related problems

log_(3x^(2)+1)2<((1)/(2))

N=log_(2)5*log_((1)/(6))2*log_(3)((1)/(6)) then 3^(N) is

log_((1)/(2))log_(3)(x^(2)+5)+1<=0

log_(2)(25^(x+3)-1)=2+log_(2)(5^(x+3)+1)

If x = log_((1)/(2)).(4)/(3).log_(2).(1)/(3). log_((2)/(3)) 0.8 , then ______.

log_(2)log_((1)/(2))log_(3)(3x+1)>0

(1)/(log_(3)2)+(2)/(log_(9)4)-(3)/(log_(27)8)=0

The value of log_(a)1+log_(2)2^(2) + log_(3)3^(3) (where a is a positive number and a ne 1 ) is ______.

Solve log_(2)(25^(x+3)-1) = 2 + log_(2)(5^(x+3) + 1) .