Find expert answers and community-driven knowledge on IDNLearn.com. Get prompt and accurate answers to your questions from our community of experts who are always ready to help.
Sagot :
To determine which job offer Owen should take, we need to evaluate the total compensation for each job and consider the average monthly rent at each job location. Here’s a step-by-step breakdown of how to calculate the total annual compensation for each job:
1. Job A:
- Annual Salary: \[tex]$46,650 - Annual Bonus: \$[/tex]14,000
- Monthly Rent: \[tex]$850 First, let's calculate the annual rent expense: \[ \text{Annual Rent Expense for Job A} = 850 \times 12 = \$[/tex]10,200
\]
Now, we can calculate the total annual compensation by adding the salary and bonus, then subtracting the annual rent expense:
[tex]\[ \text{Total Annual Compensation for Job A} = 46,650 + 14,000 - 10,200 = \$50,450 \][/tex]
2. Job B:
- Annual Salary: \[tex]$38,750 - Annual Bonus: \$[/tex]15,000
- Monthly Rent: \[tex]$790 First, let's calculate the annual rent expense: \[ \text{Annual Rent Expense for Job B} = 790 \times 12 = \$[/tex]9,480
\]
Now, we can calculate the total annual compensation:
[tex]\[ \text{Total Annual Compensation for Job B} = 38,750 + 15,000 - 9,480 = \$44,270 \][/tex]
3. Job C:
- Annual Salary: \[tex]$52,880 - Annual Bonus: \$[/tex]8,000
- Monthly Rent: \[tex]$950 First, let's calculate the annual rent expense: \[ \text{Annual Rent Expense for Job C} = 950 \times 12 = \$[/tex]11,400
\]
Now, we can calculate the total annual compensation:
[tex]\[ \text{Total Annual Compensation for Job C} = 52,880 + 8,000 - 11,400 = \$49,480 \][/tex]
Next, we compare the total annual compensations:
- Total Annual Compensation for Job A: \[tex]$50,450 - Total Annual Compensation for Job B: \$[/tex]44,270
- Total Annual Compensation for Job C: \[tex]$49,480 The job that offers the highest total annual compensation is Job A, with \$[/tex]50,450. Therefore, Owen should take Job [tex]\(\boxed{\text{A}}\)[/tex].
1. Job A:
- Annual Salary: \[tex]$46,650 - Annual Bonus: \$[/tex]14,000
- Monthly Rent: \[tex]$850 First, let's calculate the annual rent expense: \[ \text{Annual Rent Expense for Job A} = 850 \times 12 = \$[/tex]10,200
\]
Now, we can calculate the total annual compensation by adding the salary and bonus, then subtracting the annual rent expense:
[tex]\[ \text{Total Annual Compensation for Job A} = 46,650 + 14,000 - 10,200 = \$50,450 \][/tex]
2. Job B:
- Annual Salary: \[tex]$38,750 - Annual Bonus: \$[/tex]15,000
- Monthly Rent: \[tex]$790 First, let's calculate the annual rent expense: \[ \text{Annual Rent Expense for Job B} = 790 \times 12 = \$[/tex]9,480
\]
Now, we can calculate the total annual compensation:
[tex]\[ \text{Total Annual Compensation for Job B} = 38,750 + 15,000 - 9,480 = \$44,270 \][/tex]
3. Job C:
- Annual Salary: \[tex]$52,880 - Annual Bonus: \$[/tex]8,000
- Monthly Rent: \[tex]$950 First, let's calculate the annual rent expense: \[ \text{Annual Rent Expense for Job C} = 950 \times 12 = \$[/tex]11,400
\]
Now, we can calculate the total annual compensation:
[tex]\[ \text{Total Annual Compensation for Job C} = 52,880 + 8,000 - 11,400 = \$49,480 \][/tex]
Next, we compare the total annual compensations:
- Total Annual Compensation for Job A: \[tex]$50,450 - Total Annual Compensation for Job B: \$[/tex]44,270
- Total Annual Compensation for Job C: \[tex]$49,480 The job that offers the highest total annual compensation is Job A, with \$[/tex]50,450. Therefore, Owen should take Job [tex]\(\boxed{\text{A}}\)[/tex].
Thank you for being part of this discussion. Keep exploring, asking questions, and sharing your insights with the community. Together, we can find the best solutions. IDNLearn.com has the solutions to your questions. Thanks for stopping by, and see you next time for more reliable information.
