The Power of Saving or Spending $1 a Day

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A couple of weeks ago I shared with you how spending a single dollar while we still owe money to someone else can mean $3-$5 extra that we end up paying on that debt. Not that it’s completely bad to spend $1 here or there on extra things, we just need to put it into perspective and realize that it is a big deal.

Let’s talk $1 a day for 40 years.  To make the math simple we’ll say $30 a month ($360 a year). Do you have $30 in extra spending each month? Could you cut $30 from your expenditures each month if that were the difference in making ends meet?  I hope so and here’s why: feel free to jump to the summary below in red if my math boggles your brain :-)

$30 a month for 40 years is an expenditure of $14,440.  It could be $14,440 spent or saved & invested.

If the money is saved each month in a savings account earning minimal interest but invested at 5% yearly that $14,440 would yield $43,513.  That’s 3x the $30 month you saved that can be used in retirement!

If the money is spent above your means each month (put on credit) you’ll spend over $20,000 in credit card payments and still owe $1,500** at the end of the 40 years.  It would take another $2,200 to pay off that balance with minimum payments if nothing else was put on the credit card. So instead of putting $14,440 in the bank over 40 years you’d be spending over $22,000 to paying off credit cards- a difference of about $8,000.  Need I remind you that you’d also have no money in savings. 

Did you follow all of that?  Here’s the bottom line:

Save $1 a day for 40 years and have nearly $44,000 in the bank.
Spend an extra $1 a day for 40 years and you’ll have no savings and have spent$8,000 more than if you’d put the money in the bank..
That’s a difference of $52,000!

$52,000 is nearly half the cost of my house.  I think from now on when I pass up that vending machine or $1 item I’ll remind myself I’m buying half a house!

**I calculated at the average credit card rate (14%) paying only the minimum payment (interest plus 2% of the balance)

Comments

  1. excellent illustration – thanks!

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