Delaying investment is derailing your retirement

By | November 29, 2024

Is your delay in starting investments for retirement, derailing your quality of life post retirement? Or can you make up for a late start by investing more?

Consider, you are 30 years old today. You have another 30 years of work life left to invest for your retirement. In addition, you will have to plan and accumulate wealth for your kid’s education, marriage, some overseas travels with the family and a home purchase. The list does sount daunting, and retirement is ofcourse the last and hence the least priority when you are 30 years old.

In most cases, the decision would be to put off planning for retirement by a few years. In most cases, retirement planning would start when you reach 40, a full 10 years later. The justification will be that your income would have atleast doubled by then allowing you to save more per month for retirement. But have you considered this problem mathematically?

Lets say Mr. Naetik and you are 30 years old today. He starts investing INR 1,00,000 every year for his retirement in a equity mutual fund that returns 12% per annum for 15 years. Once he is 45 years old, he will stop his investments.

YearInvestment in
year
Investment in
year +
Past year fund
Total at end
of year
Year 301,00,0001,00,0001,12,000
Year 311,00,0002,12,000237,440
Year 321,00,0003,37,440377,933
Year 331,00,0004,77,933535,285
Year 341,00,0006,35,285711,519
Year 351,00,0008,11,519908,901
Year 361,00,00010,08,9011,129,969
Year 371,00,00012,29,9691,377,566
Year 381,00,00014,77,5661,654,874
Year 391,00,00017,54,8741,965,458
Year 401,00,00020,65,4582,313,313
Year 411,00,00024,13,3132,702,911
Year 421,00,00028,02,9113,139,260
Year 431,00,00032,39,2603,627,971
Year 441,00,00037,27,9714,175,328
Year 45041,75,3284,676,367
Year 46046,76,3675,237,531
Year 47052,37,5315,866,035
Year 48058,66,0356,569,960
Year 49065,69,9607,358,355
Year 50073,58,3558,241,357
Year 51082,41,3579,230,320
Year 52092,30,32010,337,958
Year 5301,03,37,95811,578,513
Year 5401,15,78,51312,967,935
Year 5501,29,67,93514,524,087
Year 5601,45,24,08716,266,978
Year 5701,62,66,97818,219,015
Year 5801,82,19,01520,405,297
Year 5902,04,05,29722,853,933
Year 6002,28,53,933

You, on the other hand, will wait 10 years and start your investments when you are 40. Since, your income is more, you will invest 2x, that is INR 2,00,000 per month for 15 years, until you are 55 years old.

But, both of you will need the funds when you turn 60. So, Mr. Naetik’s funds would have grown for 15 years after he stopped his investments. But your funds would have grown for 5 years after you stopped your investments. Still you invested twice what Mr. Naetik invested. Surely, that should count for something and you must have the bigger corpus. Right?

YearInvestment in
year
Investment in
year +
Past year fund
Total at end
of year
Year 30000
Year 31000
Year 32000
Year 33000
Year 34000
Year 35000
Year 36000
Year 37000
Year 38000
Year 39000
Year 402,00,0002,00,000224,000
Year 412,00,000424,000474,880
Year 422,00,000674,880755,866
Year 432,00,000955,8661,070,569
Year 442,00,0001,270,5691,423,038
Year 452,00,0001,623,0381,817,802
Year 462,00,0002,017,8022,259,939
Year 472,00,0002,459,9392,755,131
Year 482,00,0002,955,1313,309,747
Year 492,00,0003,509,7473,930,917
Year 502,00,0004,130,9174,626,627
Year 512,00,0004,826,6275,405,822
Year 522,00,0005,605,8226,278,520
Year 532,00,0006,478,5207,255,943
Year 542,00,0007,455,9438,350,656
Year 5508,350,6569,352,735
Year 5609,352,73510,475,063
Year 57010,475,06311,732,071
Year 58011,732,07113,139,919
Year 59013,139,91914,716,709
Year 600

So, by the time you both turn 60, Mr. Naetik will have a corpus of INR 2.28 crores after having invested a total of INR 15 Lakhs. While you will end up with INR 1.47 crores after having invested a total of INR 30 Lakhs.

As seen from the tables above, the power of compounding along with the longer duration of investment gives Mr. Naetik almost 55% higher corpus than yours, in spite of investing 50% less. And we are not even considering the effects of better returns due to staying invested for longer.

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