To solve this inequality, we will first simplify the expression:
(1/25)-n ≤ 5
Next, we will add "n" to both sides of the inequality:
(1/25) ≤ 5 + n
Now, we will multiply by 25 on both sides to get rid of the fraction:
1 ≤ 125 + 25n
Subtracting 125 from both sides:
-124 ≤ 25n
Finally, divide by 25:
-4.96 ≤ n
Therefore, the solution to the inequality is n is greater than or equal to -4.96.
To solve this inequality, we will first simplify the expression:
(1/25)-n ≤ 5
Next, we will add "n" to both sides of the inequality:
(1/25) ≤ 5 + n
Now, we will multiply by 25 on both sides to get rid of the fraction:
1 ≤ 125 + 25n
Subtracting 125 from both sides:
-124 ≤ 25n
Finally, divide by 25:
-4.96 ≤ n
Therefore, the solution to the inequality is n is greater than or equal to -4.96.