Yes. Same reason average people who invest underperform the market. Emotions are not your friend as an investor or with SS claiming strategy.I just started reading a new book and it said 95% of our decisions are based on our feelings, not on facts. . . It started talking about people with brain injuries that can no longer make the simplest of decisions (like what to eat for lunch) . . .
Sounds about right. I had some discussion with work colleagues that were mostly in the take it ASAP group. I believe they were primarily influenced by one of our loudmouth buddies. I couldn’t just sit there without speaking up. After a bit I realized they only wanted to hear info to confirm what they already believed. When I mentioned RMDs they looked at me in disbelief and suddenly I was the bad guy.I just started reading a new book and it said 95% of our decisions are based on our feelings, not on facts. . . It started talking about people with brain injuries that can no longer make the simplest of decisions (like what to eat for lunch) . . .
Show your work, otherwise how do we know? But, probably not.I was a low income worker. I just ran the numbers the break even age is 74.5 for 62 vs 70 Could that be right?
You've done something wrong. Regardless of size, SS benefits grow in a predictable way when deferred and are adjusted for inflation, so the easiest way to do an analysis is ignore inflation and just enter the real rate of return you want for having taken the risk of deferring benefits. If you were looking for a simple payout with no discount rate above inflation, that would still be about age 79.3.I was a low income worker. I just ran the numbers the break even age is 74.5 for 62 vs 70 Could that be right?

This.I think it really comes down to what rate you use for investment returns. I believe the 81 is based on a real conservative rate. Use the 10, 20 or 30 year S&P 500 return yield and it lengthens significantly.
Here are the numbers 62=864 70=1522You've done something wrong. Regardless of size, SS benefits grow in a predictable way when deferred and are adjusted for inflation, so the easiest way to do an analysis is ignore inflation and just enter the real rate of return you want for having taken the risk of deferring benefits. If you were looking for a simple payout with no discount rate above inflation, that would still be about age 79.3.
The most sensible action is to spend down bonds while waiting to claim SS as a larger SS benefit reduces your need for the security of bonds. So you can look at the current real yield of long TIPS (since SS is lifelong and inflation adjusted, you should compare to a long term, inflation adjusted product). Long TIPS are currently yielding about 2.34%. That would give you a breakeven age of 82.0. It has been wobbling around between 2% (age 81.5 breakeven) and 2.5% (age 82.3 breakeven).
The individual breakeven ages are much less important for many than maximizing ACA premium credits, making room for Roth Conversions or optimizing benefits for married couples (where the larger earner is incentivized to maximize benefits).
You did not account for the $864.70 for the years after age 70. Your analysis assumes that goes to zero at age 70.Here are the numbers 62=864 70=1522
I went 864*12=10,386*8 years=83,088 then 1522*12=18,264
83,088/18,264=4.54 years
Ok Thanks.You did not account for the $864.70 for the years after age 70. Your analysis assumes that goes to zero at age 70.
One more question if I could earn 6% what would the break even age be?You've done something wrong. Regardless of size, SS benefits grow in a predictable way when deferred and are adjusted for inflation, so the easiest way to do an analysis is ignore inflation and just enter the real rate of return you want for having taken the risk of deferring benefits. If you were looking for a simple payout with no discount rate above inflation, that would still be about age 79.3.
The most sensible action is to spend down bonds while waiting to claim SS as a larger SS benefit reduces your need for the security of bonds. So you can look at the current real yield of long TIPS (since SS is lifelong and inflation adjusted, you should compare to a long term, inflation adjusted product). Long TIPS are currently yielding about 2.34%. That would give you a breakeven age of 82.0. It has been wobbling around between 2% (age 81.5 breakeven) and 2.5% (age 82.3 breakeven).
The individual breakeven ages are much less important for many than maximizing ACA premium credits, making room for Roth Conversions or optimizing benefits for married couples (where the larger earner is incentivized to maximize benefits).
864X=1522(X-96) X=222months or 18.5 years. SO 62+18.5 =80.5 years old.Here are the numbers 62=864 70=1522
I went 864*12=10,386*8 years=83,088 then 1522*12=18,264
83,088/18,264=4.54 years
My sense is if you're earning 6% on the money you'd be drawing on before taking SS then the breakeven age would be higher...like late 80s....thats what the open SS calculator indicatesOne more question if I could earn 6% what would the break even age be?
No, I don't think so. Assuming 3% inflation, the breakeven point with a 3% real rate of return comparing 62 to 70 would be between 83 and 84 based on the differential cash flows.My sense is if you're earning 6% on the money you'd be drawing on before taking SS then the breakeven age would be higher...like late 80s....thats what the open SS calculator indicates
| SS at 62 | SS at 70 | Difference | Real IRR |
62 | 70 | | -70 | |
63 | 70 | | -70 | |
64 | 70 | | -70 | |
65 | 70 | | -70 | |
66 | 70 | | -70 | |
67 | 70 | | -70 | |
68 | 70 | | -70 | |
69 | 70 | | -70 | |
70 | 70 | 124 | 54 | |
71 | 70 | 124 | 54 | |
72 | 70 | 124 | 54 | |
73 | 70 | 124 | 54 | |
74 | 70 | 124 | 54 | |
75 | 70 | 124 | 54 | |
76 | 70 | 124 | 54 | |
77 | 70 | 124 | 54 | |
78 | 70 | 124 | 54 | |
79 | 70 | 124 | 54 | -0.40% |
80 | 70 | 124 | 54 | 0.62% |
81 | 70 | 124 | 54 | 1.48% |
82 | 70 | 124 | 54 | 2.20% |
83 | 70 | 124 | 54 | 2.81% |
84 | 70 | 124 | 54 | 3.33% |
85 | 70 | 124 | 54 | 3.77% |
86 | 70 | 124 | 54 | 4.16% |
87 | 70 | 124 | 54 | 4.50% |
88 | 70 | 124 | 54 | 4.80% |
89 | 70 | 124 | 54 | 5.06% |
90 | 70 | 124 | 54 | 5.29% |
91 | 70 | 124 | 54 | 5.49% |
92 | 70 | 124 | 54 | 5.67% |
93 | 70 | 124 | 54 | 5.83% |
94 | 70 | 124 | 54 | 5.97% |
95 | 70 | 124 | 54 | 6.10% |
96 | 70 | 124 | 54 | 6.22% |
97 | 70 | 124 | 54 | 6.32% |
98 | 70 | 124 | 54 | 6.41% |
99 | 70 | 124 | 54 | 6.50% |
100 | 70 | 124 | 54 | 6.57% |
I wonder if the OPs friend was sophisticated enough to include the time value of money because most people aren't and don't. If that is the case, then the OP's friend is definitely wrong.
If one is looking at the difference between 62 and 70, a breakeven of 86 equats to a real rate of return of 4.16%. Assuming 3% inflation, that would equate to a nominal return of 7.16% which is in the ballpark with the historical return on a 60/40 portfolio. So to say breakeve is 86 isn't outrageous if one includes the time value of money and has a ~60/40 AA.
The Long term average for a 60/40 is 8.6% I have a 60/40 I wanted to be conservative so I used 6% maybe I should have used 6.5%. With family history I am leaning towards taking it early. You also have been paid if you happen to die younger than you expected. That is worth something to. I want to thank everybody here I have learned so much today.No, I don't think so. Assuming 3% inflation, the breakeven point with a 3% real rate of return comparing 62 to 70 would be between 83 and 84 based on the differential cash flows.
SS at 62 SS at 70 Difference Real IRR 62 70 -70 63 70 -70 64 70 -70 65 70 -70 66 70 -70 67 70 -70 68 70 -70 69 70 -70 70 70 124 54 71 70 124 54 72 70 124 54 73 70 124 54 74 70 124 54 75 70 124 54 76 70 124 54 77 70 124 54 78 70 124 54 79 70 124 54 -0.40% 80 70 124 54 0.62% 81 70 124 54 1.48% 82 70 124 54 2.20% 83 70 124 54 2.81% 84 70 124 54 3.33% 85 70 124 54 3.77% 86 70 124 54 4.16% 87 70 124 54 4.50% 88 70 124 54 4.80% 89 70 124 54 5.06% 90 70 124 54 5.29% 91 70 124 54 5.49% 92 70 124 54 5.67% 93 70 124 54 5.83% 94 70 124 54 5.97% 95 70 124 54 6.10% 96 70 124 54 6.22% 97 70 124 54 6.32% 98 70 124 54 6.41% 99 70 124 54 6.50% 100 70 124 54 6.57%
If you make no attempt to equalize risk, all your model is doing is showing that a riskier position has a higher expected return, but also a higher standard deviation. TIPs are the best (but not perfect) risk matched proxy for the time value of money for SS deferral. Everyone is free to construct whatever models they want, but you don't have to take SS early to increase your equity exposure. If you want more equity risk/return, just increase your equity allocation. The two choices, SS deferral and equity exposure, are independent of each other. Just another way of saying spend only from bond allocation for money to replace early claimed SS checks if you want a closer to apples:apples comparison."By taking SS at 62, you can spend MORE in retirement and get LESS from Social Security." All you gotta do is make a "good" return, not a completely unreasonably high one. True that risk is not the same, but an historical rate for your target asset allocation is the most likely rate, just not the most conservative.
Sure. But if the investor is not planning to invest the new money in TIPS I am not sure how valuable that number is except as just a conservative caseIf you make no attempt to equalize risk, all your model is doing is showing that a riskier position has a higher expected return, but also a higher standard deviation. TIPs are the best (but not perfect) risk matched proxy for the time value of money for SS deferral. Everyone is free to construct whatever models they want, but you don't have to take SS early to increase your equity exposure. If you want more equity risk/return, just increase your equity allocation. The two choices, SS deferral and equity exposure, are independent of each other. Just another way of saying spend only from bond allocation for money to replace early claimed SS checks if you want a closer to apples:apples comparison.
??Please re-read what bada bing wrote. The idea is to not spend down your stocks while you wait, spend from bonds instead.Sure. But if the investor is not planning to invest the new money in TIPS I am not sure how valuable that number is except as just a conservative case
So when I go to the Open Social Security calculator and the default rate for the discount rate is 2.34%. Thats an inflation adjusted number?No, I don't think so. Assuming 3% inflation, the breakeven point with a 3% real rate of return comparing 62 to 70 would be between 83 and 84 based on the differential cash flows.
SS at 62 SS at 70 Difference Real IRR 62 70 -70 63 70 -70 64 70 -70 65 70 -70 66 70 -70 67 70 -70 68 70 -70 69 70 -70 70 70 124 54 71 70 124 54 72 70 124 54 73 70 124 54 74 70 124 54 75 70 124 54 76 70 124 54 77 70 124 54 78 70 124 54 79 70 124 54 -0.40% 80 70 124 54 0.62% 81 70 124 54 1.48% 82 70 124 54 2.20% 83 70 124 54 2.81%
But what if you , as in my case, only have stocks???Please re-read what bada bing wrote. The idea is to not spend down your stocks while you wait, spend from bonds instead.