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Chapter 9: Problem 2

In 2008, the maximum taxable income for Social Security was \(102,000 and the tax rate was 6.2%. a. What is the maximum Social Security tax anyone could have paid in the year 2008? b. Randy had two jobs in 2008. One employer paid him \)67,010 and the other paid him $51,200. Each employer took out 6.2% for Social Security taxes. How much did Randy overpay for Social Security taxes in 2008?

Short Answer

Expert verified
a. In 2008, the maximum Social Security tax anyone could have paid was \$6,324. b. Randy overpaid his Social Security taxes by \$1,005.02 in 2008.

Step by step solution

01

Calculate the maximum Social Security tax

To find out the maximum Social Security tax someone could have paid in 2008, multiply the maximum taxable income ($102,000) by the tax rate (6.2%). This calculation is given as \(102,000 \times 0.062 = \$6,324\). Hence, the most someone could have paid in Social Security tax in 2008 was \$6,324.
02

Calculate the total income Randy earned

Randy earned $67,010 from one employer and $51,200 from another. Summing these amounts gives Randy's total earnings: \(67,010 + 51,200 = \$118,210\).
03

Calculate the Social Security tax Randy paid

Each of Randy's employers deducted 6.2% from his salary for Social Security taxes. This means Randy paid \(67,010 \times 0.062 + 51,200 \times 0.062 = \$4,154.62 + \$3,174.4 = \$7,329.02\) in Social Security taxes.
04

Determine how much Randy overpaid in Social Security taxes

Randy cannot pay more than \$6,324 in Social Security taxes because of the maximum taxable income limit. Since Randy paid \$7,329.02, he overpaid by \(7,329.02 - 6,324 = \$1,005.02\).

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Understanding Maximum Taxable Income
Social Security has a cap on the income subject to taxation. In 2008, the "maximum taxable income" was set at $102,000. This means even if you earn more than this amount, only $102,000 of your earnings would be taxed for Social Security. This cap often limits the amount individuals contribute to Social Security, regardless of higher earnings.
For context, why set a limit? It's meant to balance the system by ensuring that those who earn high incomes do not pay Social Security taxes on their entire income. Thus, it ties into the benefits, which also have a ceiling.
For the maximum taxable income of $102,000, you could calculate the highest possible Social Security tax for 2008, ensuring no one pays beyond this threshold.
The Essence of Tax Rate Calculation
The "tax rate calculation" is simple but crucial, especially for Social Security. In 2008, the rate was 6.2%. To calculate the tax, you'd multiply the income (up to the maximum taxable limit) by 6.2%.
For example, with a maximum income of $102,000, the equation is:
  • Tax = Income 脳 Rate = $102,000 脳 0.062
  • Result = $6,324
This calculation shows the most Social Security taxes an individual would owe, ensuring even those earning more follow this standard rate only up to the cap. Understanding this helps avoid mistakes when assessing how much should be paid or deducted by employers.
Exploring Income Overpayment Analysis
"Income overpayment analysis" involves identifying excess payments to identify refund opportunities. Take Randy's situation: he earned $118,210 across two jobs, each deducting Social Security taxes separately.
Here's what happened:
  • Employer 1 taxed $67,010 and Employer 2 taxed $51,200, resulting in separate calculations.
  • For each job, the 6.2% deduction led to taxes totaling $7,329.02.
However, due to the $102,000 cap, Randy's maximum owed tax was $6,324. Upon realizing he paid $1,005.02 extra, Randy qualifies for a refund. Such analysis prevents overpayments and ensures compliance with IRS rules, serving both employees and employers effectively.

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Most popular questions from this chapter

Emily鈥檚 employer offers a pension plan that calculates the annual pension as the product of the final average salary, the number of years of service, and a 2\(\%\) multiplier. Her employer uses a graded 5 -year vesting formula as shown. After 4 years, Emily leaves her job. Her average salary was \(\$ 65,000\) . How much pension will she receive? $$\begin{array}{|c|c|}\hline \text { Years } & {\text { Vesting }} \\ {\text { Employed }} & {\text { Percentage }} \\ \hline 0 & {0 \%} \\ {1} & {0 \%} \\\ {2} & {25 \%} \\ {3} & {50 \%} \\ {4} & {75 \%} \\ {5} & {100 \%}\\\ \hline\end{array}$$

In 1978, the amount of earnings required to earn one Social Security credit was \(250. Thirty years later, in 2008, this amount was \)1,050. What was the percent increase in the amount required to earn a credit, over this 30-year span?

Use the following information to answer Exercises 14鈥�17. The Merrick Oaks School District offers their employees the following annual pension benefit. $$\begin{array}{|l|}{\text { First } 15 \text { Years of Service }} \\ {2.12 \% \text { multiplier }} \\ {\text { Years of service up to } 15} \\ {\text { Average of final } 3 \text { annual salaries }}\end{array} \begin{array}{l}{\text { Service in Excess of } 15 \text { Years }} \\ {2.25 \% \text { multiplier }} \\ {\text { Years of service in excess of } 15} \\\ {\text { Average of final } 3 \text { annual salaries }}\end{array}$$ Phil is a custodian who has been working for the Merrick Oaks School District for the last 12 years and has decided to retire. His last three years of annual salaries are \(\$ 50,000, \$ 50,000,\) and \(\$ 52,100\) . Determine Phil's annual pension.

Jonathan has a universal life insurance policy with a face value of \(\$ 500,000 .\) The current cash value of the policy is \(\$ 11,260 .\) Jonathan wants to stop paying premiums for a few months while he changes jobs. The premium is \(\$ 134\) per month. a. What will the cash value of the policy be, without adding any interest, if he doesn't pay the premiums for a year? b. For how many months could Jonathan use the cash value (with out interest) to pay for the \(\$ 134\) premiums?

Laura has been contributing to a retirement account that pays 4\(\%\) interest with pretax dollars. This account compounds interest monthly. She has put \(\$ 500\) per month into the account. At the end of 10 years, she needed to pay some medical bills and had to withdraw 15\(\%\) of the money that was in the account. a. Rounded to the nearest dollar, how much did she withdraw? b. Laura pays 23\(\%\) of her income in taxes. What was her tax on the amount of the withdrawal (rounded to the nearest dollar)? c. She had to pay a 10\(\%\) early withdrawal penalty. How much was she required to pay, rounded to the nearest dollar?
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