Answer :
For the Step 1: Find the straight time pay.
The statement tells you that Alonso is paid $ 18.2 an hour for a regular workweek. Also, they tell you that Alonso worked his regular 40 hours this week. So,
[tex]\begin{gathered} \text{Hourly Rate X Regular Hours Worked = Total Straight Time Pay} \\ \text{ \$}18.2\cdot40=\text{ \$}728 \end{gathered}[/tex]Now for the step 2: Find the overtime pay.
The statement tells you that Alonso's overtime rate is 1.5 times his hourly rate. Then you multiply
[tex]\text{ \$}18.2\cdot1.5=\text{ \$}27.3[/tex]This means that Alonso is paid $ 27.3 per overtime hour worked. So,
[tex]\begin{gathered} \text{ Overtime Rate X Regular Hours Worked = Total Overtime Pay} \\ \text{ \$}27.3\cdot10=\text{\$}273 \\ \text{ because he worked 10 overtime hours} \end{gathered}[/tex]Finally, for the step 3: Find the straight time pay.
Now, you just have to add what Alonso earned for his 40 regular hours plus what he earned for his 10 overtime hours.
[tex]\begin{gathered} \text{ Striaght Time Pay + Overtime Pay = Total Amount Earned} \\ \text{ \$}728+\text{\$}273=\text{\$}1001 \end{gathered}[/tex]That means that this week Alonso made a total of $ 1001.