Question 1
If log₂(x−1)>4, then
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- Logarithmic Inequality
Logarithmic Inequality
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Question 2
The solution of log₅(2x+1) ≤ 2 is
Question 3
If log1/3(x+2) ≥ −2, then
Question 4
If log₇(x+5) ≥ log₇12, then
Question 5
Solve: log₂(x+1) < log₂(3x−5)
Question 6
The solution of log₉(x²) > 1 is
Question 7
If log₃(x+2) < log₃27 then
Question 8
The solution of log₂(x²−5) > 2 is
Question 9
Solve : log₅(x−1) ≥ log₅(2x−8)
Question 10
If log₂(x+3) > log₂(7−x) then