Earlier quoted context omitted.
I have many reservations and am very critical of the financial system. But the concept of interest on loans is not a "scam'. The interest in it's simplest form is just a value appreciation of the time value of money [1]. Would you rather have $100 today, or $100 next month? How about $100 today vs $102 next month? Still rather in the today camp? How about $105 next month? That is the interest. It is the value derivat…
I didn't say interest on a loan was a scam I think compound interest on mortgages is. A fixed price interest would make sense like you borrow £100 , you pay back £110. 10% interest. But my understanding on a compound interest mortgage is the bank says something like 2% interest. and they take the £100 and x by 1.02 and just spam ='s on the calculator until the actual interest percentage is like 180%. You shouldn't ha…
As stated above, money has a 'time value'. Getting $100 today has a different value to you than getting $100 somewhere in the future. So to know whether a deal is interesting, I do not just have to know how much I will be getting back in return for my investment, but when. Getting back $180 as a single lump sum payment in a year is different than getting 12 monthly payments of $15 each month for the next year, even though in both cases you will have payed me back $180 looking back.
The interest rate the bank quotes, in your example 2%, is the percentage amount by which your outstanding IOU to them will be increased at the end of the month, before you make your monthly payment.
Now this was an example of a simple fixed interest rate. In practice there are unlimited kinds of formulas that can have variable interest rates over time tied too other things, capped or uncapped, and even then that is just one of the things that goes into a payments plan. So unless you have nailed down all the other factors, comparing just interest percentage A with interest percentage B, typically in the final haggle, tells you little.
This is why I advice always looking at the series of monthly payments that you will have to make over the duration of the loan repayment, and compare these with the series of monthly payments due under a competing proposal.
Banks will screw you over in more ways than you can imagine, but quoting a compound interest rate as opposed to a total amount repaid at the end of contract (which btw is often much longer than the repayment period or even unlimited in time but that is another story) isn't where it is at.