# Secret “Most Expensive Money You Can Borrow” Formulas in QuickBooks 2017

QuickBooks 2017 has some near formulas you may not know about. Here’s something you may not know: The most expensive money that you can borrow is from vendors who offer cash or early-payment discounts that you don’t take.

## The first “most expensive money you can borrow” formula

Perhaps your friendly office-supply store offers a 2 percent discount if you pay cash at the time of purchase instead of paying within the usual 30 days. You don’t pay cash, so you pay the full amount (which is 2 percent more than the cash amount) 30 days later. In effect, you pay a 2 percent monthly interest charge. A 2 percent monthly interest charge works out to a 24 percent annual interest charge — and that’s a great deal of money.

Here’s another example that’s only slightly more complicated. Many, many vendors offer a 2 percent discount if you pay within the first 10 days that an invoice is due rather than 30 days later. (These payment terms are often described and printed at the bottom of the invoice as 2/10, Net 30.)

In this case, you pay 2 percent more by paying 20 days later. (The 20 days later is the difference between 10 days and 30 days.) Two percent for 20 days is roughly equivalent to 3 percent for 30 days (one month). So a 2 percent, 20-day interest charge works out to a 36 percent annual interest charge. Now you’re talking *serious* money.

This table shows how some common early-payment discounts (including cash discounts) translate into annual interest rates. By the way, the calculations in this table are a bit more precise, so these numbers vary slightly from (and are larger than) those given in the preceding paragraph.

Early-Payment Discount |
For Paying 20 Days Early |
For Paying 30 Days Early |

1% | 18.43% | 12.29% |

2% | 37.24% | 24.83% |

3% | 56.44% | 37.63% |

4% | 76.04% | 50.69% |

5% | 96.05% | 64.04% |

Do those numbers blow you away? The 2 percent for 20 days early-payment discount that you often see works out (if you do the math precisely) to more than 37 percent annual interest. Man, that hurts. And if you don’t take a 5-percent-for-20-days early-payment discount when it’s offered, you’re effectively borrowing money at an annual rate of 96 percent. You didn’t read that last number wrong. Yes, a 5-percent-for-20-days early-payment discount works out to an annual interest rate of almost 100 percent.

Here are a couple of additional observations. Turning down a 1 percent discount for paying 30 days early isn’t actually a bad deal in many cases. Refer to Table 20-1, which shows that the 1 percent discount for paying 30 days early results in 12.29 percent. Sure, that rate is pretty high, but that interest rate is less than the interest on many credit cards and some small-business credit lines. If you have to borrow money some other way to pay 30 days early, making an early-payment may not be cost-effective.

The bottom line on all this ranting is that early-payment discounts, if not taken, represent one of the truly expensive ways to borrow money. That doesn’t mean that you won’t need to borrow money this way at times. Your cash flow probably gets pretty tight sometimes (a circumstance that is true in most businesses, as you probably know). However, you should never skip taking an early-payment discount unless borrowing money at outrageous interest rates makes sense.

Oh, yes — the secret formula. To figure out the effective annual interest rate that you pay by not taking an early-payment discount, use this formula:

Discount % / (1 – Discount %) × (365 / Number of Days of Early-Payment)

To calculate the effective annual interest rate that you pay by not taking a 2 percent discount for paying 20 days early, calculate this formula:

.02 / (1 – .02) × (365 / 20)

Work out the math, and you get 0.3724, which is the same thing as a 37.24 percent interest rate. (Note that the discount percents are entered as their equivalent decimal values.)

The Scientific view of the Windows Calculator includes parenthesis keys that you can use to calculate this formula. Choose View → Scientific to switch to the Scientific view of the calculator.

## The second “most expensive money you can borrow” formula

You know that “most expensive money you can borrow” stuff? The very tragic flip side to that story occurs when you offer your customers an early-payment discount, and they take it.

In effect, you borrow money from your customers at the same outrageous interest rates. If customer Joe Schmoe gets a 2 percent early-payment discount for paying 20 days early, you in effect pay ol’ Joe roughly 2 percent interest for a 20-day loan. Using the same formula for the first “most expensive money you can borrow” formula, the rate works out to 37.24 percent.

In some industries, customers expect early-payment discounts. You may have to offer them, but you should never offer them willingly. You should never offer them just for fun. Borrowing money this way is just too expensive. A rate of 37.24 percent? Yikes!

Here’s also a rather dour observation. Any time someone offers big early-payment discounts — they can be as big as 5 percent — he’s either stupid or desperate, and probably both.