To solve the inequality represented by np > 5 + 4c – 2, we first simplify the expression on the right side:
- Combine the constants: 5 – 2 = 3.
So the inequality can be rewritten as:
np > 4c + 3
Next, to isolate n, we need to get rid of p. If we divide both sides by p (assuming p is not equal to zero), we find:
n > (4c + 3) / p
This gives us the condition for n in terms of c and p. The final answer is:
n > (4c + 3) / p