log1/4(2−x)>log1/4(x+12) solve for x
Answers
Answered by
1
Answer:
Step-by-step explanation:
log1/4(2−x)>log1/4(x+12)
taking exponential on both sides
=> e^(log1/4(2−x) )> e^(log1/4(x+12) )
as 'e' is positive it will not effect the equality'
=> (2-x)/4> (x +12)/4
=> 2-x>x+12
=> 2x+10<0
=> x<-5
Similar questions