Final answer:
When substituting the point (-5, -2) into the inequality 20x + 15y < 4, the result is -130 < 4, which is a true statement.
Step-by-step explanation:
To determine if the point (-5, -2) makes the inequality 20x + 15y < 4 true, you substitute the x-value (-5) and the y-value (-2) into the inequality:
20(-5) + 15(-2) < 4
-100 - 30 < 4
-130 < 4
This statement is true because -130 is indeed less than 4. Therefore, the point (-5, -2) satisfies the inequality 20x + 15y < 4.