[Zach]

Here's a few benchmarks that you can use (assuming one payment per business day):

25% APR
1.06 over 6 months
1.10 over 9 months
1.13 over 12 months
1.16 over 15 months

60% APR
1.16 over 6 months
1.24 over 9 months
1.33 over 12 months
1.42 over 15 months

90% APR
1.24 over 6 months
1.37 over 9 months
1.52 over 12 months
1.66 over 15 months

120% APR
1.32 over 6 months
1.51 over 9 months
1.71 over 12 months
1.93 over 15 months

Happy huntin'!

[Triton]

Here's a few benchmarks that you can use (assuming one payment per business day):

25% APR
1.06 over 6 months
1.10 over 9 months
1.13 over 12 months
1.16 over 15 months

60% APR
1.16 over 6 months
1.24 over 9 months
1.33 over 12 months
1.42 over 15 months

90% APR
1.24 over 6 months
1.37 over 9 months
1.52 over 12 months
1.66 over 15 months

120% APR
1.32 over 6 months
1.51 over 9 months
1.71 over 12 months
1.93 over 15 months

Happy huntin'!

Zack,

How did you get those numbers? What equation did you use to find them?

[Zach]

Zack,

How did you get those numbers? What equation did you use to find them?

There's a LOT to explain that is beyond the scope of this forum, but this Wiki explains it pretty nicely:

http://www.wikihow.com/Calculate-Annual-Percentage-Rate

[MCNetwork]

Here's a few benchmarks that you can use (assuming one payment per business day):

25% APR
1.13 over 12 months

Am I the only one that sees that this math doesn't make sense? If a merchant takes $100,000 and pays back $113,000 over 12 months, how does that equal 25% APR?? It should equal 13% APR.

[Cfairbank]

Am I the only one that sees that this math doesn't make sense? If a merchant takes $100,000 and pays back $113,000 over 12 months, how does that equal 25% APR?? It should equal 13% APR.

Because APR is calculated using the outstanding balance, not the initial amount -- Since cash advances/term loans amortize down, your APR would need to be calculated on a decreasing outstanding balance, not the initial balance of 100k. Let's say you are trying to get to a 13% APR for cash advance that pays initial amount daily throughout the term of the deal. Day one, you are taking 13% of 100K. For the last payment, you'd be taking 13% on the then outstanding balance (say $500), not on the initial balance of 100K. In this example of a 13% APR, you are actually receiving around $6,500 in revenue, not $13,000. And this assumes zero fees.

This is why the easiest way to ballpark is to double the annualized factor rate (but as Zach and Bob point out, that is just back of the envelope and it's a more complicated calculation than that but it will get you reasonably close -- do NOT use that calc in any contracts that show APR!).