Delia is 63. She claimed her Social Security retirement benefit last year and receives 1,800 dollars a month, so 21,600 dollars for the full year. She has gone back to consultancy work and will earn 40,000 dollars of wages this year. She will not reach her full retirement age of 67 at any point during the year. Assume the annual exempt amount under the retirement earnings test is 23,400 dollars for a beneficiary who is below full retirement age for the whole year, and that 1 dollar of benefit is withheld for every 2 dollars of earnings above that amount. How much of this year's benefit is withheld?
- ANothing is withheld, because the earnings test stops applying once a worker has already claimed a retirement benefit
- B5,533 dollars is withheld, so 16,067 dollars of her 21,600 dollar annual benefit is paid this year
- C8,300 dollars is withheld, so 13,300 dollars of her 21,600 dollar annual benefit is paid this year Correct
- D20,000 dollars is withheld, so 1,600 dollars of her 21,600 dollar annual benefit is paid this year
Why A is wrong: This confuses the event that ends the earnings test. The test ceases when the beneficiary reaches full retirement age, not when the benefit is first claimed, and Delia is four years short of hers.
Why B is wrong: This divides the 16,600 dollar excess by three rather than by two, applying the more generous withholding fraction that belongs to the calendar year in which a beneficiary actually attains full retirement age.
Why C is correct: Earnings of 40,000 dollars exceed the 23,400 dollar exempt amount by 16,600 dollars, and withholding one dollar for every two dollars of that excess gives 8,300 dollars, leaving 13,300 dollars payable.
Why D is wrong: This halves the whole 40,000 dollars of wages instead of only the part above the exempt amount, which ignores the 23,400 dollars of earnings the test allows her to keep free of any withholding.