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Investing in a Roth IRA with a Personal Loan?


Reached the AGI for Roth IRA - now what?Tax implications of re-characterizing a Traditional IRA to a Roth IRA after having taxes filed for the year it was contributed toHow feasible would it be to retire just maxing out a Roth IRA?Roth IRA contributions and Roth 401(k) rolloverAm I investing properly for my future?Using a Roth IRA instead of a college savings accountWealthfront Personal Account or Personal+Roth IRAWhy would I ever invest in a traditional IRA over a Roth IRAHow to properly compare pension vs Roth IRA?Why do 401k up to company match, then fill Roth IRA, then finish filling 401k?






.everyoneloves__top-leaderboard:empty,.everyoneloves__mid-leaderboard:empty,.everyoneloves__bot-mid-leaderboard:empty margin-bottom:0;








2















Okay this might be a dumb question but here it goes.



Does it at all make sense to invest in a Roth IRA contributing the max by taking out a loan? So say I take out a $6k loan at the beginning of the year each January, then I pay it back throughout the year. Until the next year rolls around then I do the same thing by having the loan length be only 1 year.



Hypothetical 5 Year 6k contribution each year



Hypothetical 5 year 500$ a month contribution



I would still have to take into consideration on how much of % the loan would be and subtract it, but by my calculations it looks like the 6k each year would be better in the long run. I believe I am missing something or have not thought it all through. What am I missing?










share|improve this question









New contributor



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  • 2





    Why not contribute to Roth IRA through the year, instead of repaying the loan?

    – void_ptr
    7 hours ago











  • Beware that the two tests you ran did not contribute the same amount, one is 36k the other is 30k.

    – Ben Voigt
    4 hours ago

















2















Okay this might be a dumb question but here it goes.



Does it at all make sense to invest in a Roth IRA contributing the max by taking out a loan? So say I take out a $6k loan at the beginning of the year each January, then I pay it back throughout the year. Until the next year rolls around then I do the same thing by having the loan length be only 1 year.



Hypothetical 5 Year 6k contribution each year



Hypothetical 5 year 500$ a month contribution



I would still have to take into consideration on how much of % the loan would be and subtract it, but by my calculations it looks like the 6k each year would be better in the long run. I believe I am missing something or have not thought it all through. What am I missing?










share|improve this question









New contributor



donkeykong213 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.














  • 2





    Why not contribute to Roth IRA through the year, instead of repaying the loan?

    – void_ptr
    7 hours ago











  • Beware that the two tests you ran did not contribute the same amount, one is 36k the other is 30k.

    – Ben Voigt
    4 hours ago













2












2








2








Okay this might be a dumb question but here it goes.



Does it at all make sense to invest in a Roth IRA contributing the max by taking out a loan? So say I take out a $6k loan at the beginning of the year each January, then I pay it back throughout the year. Until the next year rolls around then I do the same thing by having the loan length be only 1 year.



Hypothetical 5 Year 6k contribution each year



Hypothetical 5 year 500$ a month contribution



I would still have to take into consideration on how much of % the loan would be and subtract it, but by my calculations it looks like the 6k each year would be better in the long run. I believe I am missing something or have not thought it all through. What am I missing?










share|improve this question









New contributor



donkeykong213 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.











Okay this might be a dumb question but here it goes.



Does it at all make sense to invest in a Roth IRA contributing the max by taking out a loan? So say I take out a $6k loan at the beginning of the year each January, then I pay it back throughout the year. Until the next year rolls around then I do the same thing by having the loan length be only 1 year.



Hypothetical 5 Year 6k contribution each year



Hypothetical 5 year 500$ a month contribution



I would still have to take into consideration on how much of % the loan would be and subtract it, but by my calculations it looks like the 6k each year would be better in the long run. I believe I am missing something or have not thought it all through. What am I missing?







united-states investing retirement roth-ira debt






share|improve this question









New contributor



donkeykong213 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.










share|improve this question









New contributor



donkeykong213 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.








share|improve this question




share|improve this question








edited 6 hours ago









Chris W. Rea

26.9k1587175




26.9k1587175






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Check out our Code of Conduct.








asked 8 hours ago









donkeykong213donkeykong213

111




111




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donkeykong213 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.




New contributor




donkeykong213 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.









  • 2





    Why not contribute to Roth IRA through the year, instead of repaying the loan?

    – void_ptr
    7 hours ago











  • Beware that the two tests you ran did not contribute the same amount, one is 36k the other is 30k.

    – Ben Voigt
    4 hours ago












  • 2





    Why not contribute to Roth IRA through the year, instead of repaying the loan?

    – void_ptr
    7 hours ago











  • Beware that the two tests you ran did not contribute the same amount, one is 36k the other is 30k.

    – Ben Voigt
    4 hours ago







2




2





Why not contribute to Roth IRA through the year, instead of repaying the loan?

– void_ptr
7 hours ago





Why not contribute to Roth IRA through the year, instead of repaying the loan?

– void_ptr
7 hours ago













Beware that the two tests you ran did not contribute the same amount, one is 36k the other is 30k.

– Ben Voigt
4 hours ago





Beware that the two tests you ran did not contribute the same amount, one is 36k the other is 30k.

– Ben Voigt
4 hours ago










1 Answer
1






active

oldest

votes


















5














  1. That calculator presumes that the stock market will increase every month. It doesn't.


  2. I would still have to take into consideration on how much of % the loan would be and subtract it. But you haven't. A 6% rate on personal loans isn't out of the question, and it might be higher.

Instead of hypothetical growth numbers, use real statistics for the past two years, and add in the cost of the loan. Remember to deduct the interest costs from the $6,000 before calculating.






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    1 Answer
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    1 Answer
    1






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    active

    oldest

    votes






    active

    oldest

    votes









    5














    1. That calculator presumes that the stock market will increase every month. It doesn't.


    2. I would still have to take into consideration on how much of % the loan would be and subtract it. But you haven't. A 6% rate on personal loans isn't out of the question, and it might be higher.

    Instead of hypothetical growth numbers, use real statistics for the past two years, and add in the cost of the loan. Remember to deduct the interest costs from the $6,000 before calculating.






    share|improve this answer





























      5














      1. That calculator presumes that the stock market will increase every month. It doesn't.


      2. I would still have to take into consideration on how much of % the loan would be and subtract it. But you haven't. A 6% rate on personal loans isn't out of the question, and it might be higher.

      Instead of hypothetical growth numbers, use real statistics for the past two years, and add in the cost of the loan. Remember to deduct the interest costs from the $6,000 before calculating.






      share|improve this answer



























        5












        5








        5







        1. That calculator presumes that the stock market will increase every month. It doesn't.


        2. I would still have to take into consideration on how much of % the loan would be and subtract it. But you haven't. A 6% rate on personal loans isn't out of the question, and it might be higher.

        Instead of hypothetical growth numbers, use real statistics for the past two years, and add in the cost of the loan. Remember to deduct the interest costs from the $6,000 before calculating.






        share|improve this answer















        1. That calculator presumes that the stock market will increase every month. It doesn't.


        2. I would still have to take into consideration on how much of % the loan would be and subtract it. But you haven't. A 6% rate on personal loans isn't out of the question, and it might be higher.

        Instead of hypothetical growth numbers, use real statistics for the past two years, and add in the cost of the loan. Remember to deduct the interest costs from the $6,000 before calculating.







        share|improve this answer














        share|improve this answer



        share|improve this answer








        edited 7 hours ago

























        answered 7 hours ago









        RonJohnRonJohn

        13.8k42461




        13.8k42461




















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