Answer:
Her wages in a week, if she worked 48 hours, is;

Step-by-step explanation:
Given that Helen earns $22.60 per hour as a grocery clerk and She receives time-and-a-half pay for any hours she works over 40 in a week.

Given that she worked 48 hours;

So, her wages in a week will then be;

Therefore, her wages in a week, if she worked 48 hours, is;
