Final answer:
The simplified inequality to model Glados's goal to spend no more than $192 on gifts, where x is the cost of a whistle and y is the cost of a jackhammer, is 10x + 5y ≤ 192.
Step-by-step explanation:
The situation described can be modeled with a linear inequality that represents a budget constraint. Glados wants to spend no more than $192 on 10 whistles and 5 jackhammers. Let x represent the cost of a whistle and y represent the cost of a jackhammer. The inequality in standard form to represent this situation is:
10x + 5y ≤ 192
This inequality ensures that the total amount spent on whistles and jackhammers does not exceed Glados's budget of $192.