To solve this inequality, we will first eliminate the logarithm by setting 2x-4 greater than or equal to x+1.
2x - 4 ≥ x + 12x - x ≥ 4 + 1x ≥ 5
Therefore, the solution to the inequality log5 (2x-4) ≥ log5 (x+1) is x ≥ 5.
To solve this inequality, we will first eliminate the logarithm by setting 2x-4 greater than or equal to x+1.
2x - 4 ≥ x + 1
2x - x ≥ 4 + 1
x ≥ 5
Therefore, the solution to the inequality log5 (2x-4) ≥ log5 (x+1) is x ≥ 5.