Hello, everyone. I have a question about the calculation of the top 35 years and its determination of one's social security payment.
I'll be applying for SS in less than three months, and I turn 62 in early 2023. I've read on the SS site that the top 35 earning years are what's counted, and any subsequent income earned after collecting SS and that exceeds one of your top 35 years then becomes reconfigured. Further, I've read that, for example, I earn $1,000 or $2,000 more in 2022, there will be some sort of calculation paid to me in a lump sum at the end of 2023, and beginning in 2024, there's a calculation to determine my 2024 payment. (That's my understanding of the rule, anyway, and if I'm wrong, I'll stand corrected.)
Assuming these facts, does anyone know exactly WHAT is the calculation? I expect my basic starting age 62 payment (not including cost of living increases and potential legislation for $200 more), I expect to start at around $1,200 per month. How will an extra $1,000 or $2,000 increase as my 35th highest year effect that $1,200 amount. Does anybody know?
I hope I presented my question clearly. Thank you for your time.
I'll be applying for SS in less than three months, and I turn 62 in early 2023. I've read on the SS site that the top 35 earning years are what's counted, and any subsequent income earned after collecting SS and that exceeds one of your top 35 years then becomes reconfigured. Further, I've read that, for example, I earn $1,000 or $2,000 more in 2022, there will be some sort of calculation paid to me in a lump sum at the end of 2023, and beginning in 2024, there's a calculation to determine my 2024 payment. (That's my understanding of the rule, anyway, and if I'm wrong, I'll stand corrected.)
Assuming these facts, does anyone know exactly WHAT is the calculation? I expect my basic starting age 62 payment (not including cost of living increases and potential legislation for $200 more), I expect to start at around $1,200 per month. How will an extra $1,000 or $2,000 increase as my 35th highest year effect that $1,200 amount. Does anybody know?
I hope I presented my question clearly. Thank you for your time.