Answer:
x ≤ b(d-c)/a
Step-by-step explanation:
Given the inequality expression
-ax/b≥c-d, we are to solve for x
Cross multiply
-ax≥b(c-d)
Divide both sides by -a (note that dividing both sides if an inequality changes the sense of an inequality sign)
-ax/-a≤b(c-d)/-a
x ≤ -b(c-d)/a
x ≤ (-bc+bd)/a
x ≤ (bd-bc)/a
x ≤ b(d-c)/a
Hence the inequality that shows the expression for x is x ≤ b(d-c)/a
