Answer:
Ted's annual salary is $10200
Step-by-step explanation:
It is assumed that each month has 4 weeks and one year has 12 months.
If one multiplies the total months in a year by the weeks that each month has, the total of weeks in a year is obtained.
[tex]weeks\, in\, a \, year = (weeks\, in\, a\, month)\times (months\, in\, a\, year)[/tex]
Weeks in a year
[tex]weeks\, in\, a \, year = weeks\, in\, 12 \, months = (4)\times (12)=48[/tex]
It means that one year has 48 weeks.
Weeks in six months
Now, the problem says that Ted Freeman just works six months of the 12 months that a year has. So, the previous procedure is repeated but with 6 months in a year.
[tex]weeks\, in\, 6 \, months = (4)\times (6) = 24[/tex]
The obtained result means that Ted Freeman works just 24 weeks in the entire year.
Salary
Now, for every week Ted works, he earns $425.
So, if he works 24 weeks, one must multiply [tex]425\times 24[/tex] to get the whole money he receives which is [tex]425\times 24 = $10200[/tex]
So, Ted's annual salary is $10200
