Re: Swift Advances/Ocean finance
APR
Lastly I better mention the TCC in relation to the APR quoted on the agreement.
The perceived cost the loan can be calculated by using;
The amount you loaned,
The time taken to repay it and
The amount of interest you pay
This would give you the interest quoted in the agreement, however this would not include the total cost of the loan as it would leave out all the other charges that you have had to pay in order to get it.
The APR calculates its value by using the TCC instead of just the interest thus including all the charges and giving a truer picture of what the loan actually costs you
This is a quote from Andy's own link on this thread notice it states "giving a truer picture of what the loan actually costs you".
This is my take on quoted interest rates because I know it is a complex subject, all products have their interest calculated from a derivative of the nominal rate of interest quoted. This derivative is quoted as 1.31% monthly on the agreement because the frequency is monthly. This gives an annual nominal rate of 15.72% (12x1.31). Because the nominal rate doesn't show the un-educated dirty debtor the effects of costs, charges and other terms like compounding it was decided to show a comparative rate on agreements so we could judge the true cost to us and judge which product was the fairest, because these companies are well known for dressing a product up better than it is. This rate is the APR or annual percentage rate, the key word being annual because it is supposed to illustrate the true cost over a year for comparison purposes not calculation. From the three examples I posted it shows this,
In the first you have borrowed and received £8000 at 1.31% a month with no costs (as per the agreement) so all you pay back if you stick to the agreement is 120 months at £132.67 which is 15.72%.
On the second you have borrowed £8000 but only received £7660 because the rest went to the costs. Because the full £8000 is accounted for at 1.31% the payments are still the same as the first example but you are paying the same for only receiving £7660 so the APR is calculated to incorporate the costs. What the APR is showing you is that this deal is the same as borrowing £7660 at 16.89% a year (annually).
The third example you have borrowed £8359 and received £8000 (favoured way of Swift). Because the full £8359 is accounted for at 1.31% the payments have gone higher then the first example but you still only received £8000 yourself so with the APR calculated this deal is the same as borrowing £8000 at 16.91% annually.
This is why it is easy to confuse the interest paid or charged with the APR because the APR is only an indicator of the costs over a year.
APR
Lastly I better mention the TCC in relation to the APR quoted on the agreement.
The perceived cost the loan can be calculated by using;
The amount you loaned,
The time taken to repay it and
The amount of interest you pay
This would give you the interest quoted in the agreement, however this would not include the total cost of the loan as it would leave out all the other charges that you have had to pay in order to get it.
The APR calculates its value by using the TCC instead of just the interest thus including all the charges and giving a truer picture of what the loan actually costs you
This is a quote from Andy's own link on this thread notice it states "giving a truer picture of what the loan actually costs you".
This is my take on quoted interest rates because I know it is a complex subject, all products have their interest calculated from a derivative of the nominal rate of interest quoted. This derivative is quoted as 1.31% monthly on the agreement because the frequency is monthly. This gives an annual nominal rate of 15.72% (12x1.31). Because the nominal rate doesn't show the un-educated dirty debtor the effects of costs, charges and other terms like compounding it was decided to show a comparative rate on agreements so we could judge the true cost to us and judge which product was the fairest, because these companies are well known for dressing a product up better than it is. This rate is the APR or annual percentage rate, the key word being annual because it is supposed to illustrate the true cost over a year for comparison purposes not calculation. From the three examples I posted it shows this,
In the first you have borrowed and received £8000 at 1.31% a month with no costs (as per the agreement) so all you pay back if you stick to the agreement is 120 months at £132.67 which is 15.72%.
On the second you have borrowed £8000 but only received £7660 because the rest went to the costs. Because the full £8000 is accounted for at 1.31% the payments are still the same as the first example but you are paying the same for only receiving £7660 so the APR is calculated to incorporate the costs. What the APR is showing you is that this deal is the same as borrowing £7660 at 16.89% a year (annually).
The third example you have borrowed £8359 and received £8000 (favoured way of Swift). Because the full £8359 is accounted for at 1.31% the payments have gone higher then the first example but you still only received £8000 yourself so with the APR calculated this deal is the same as borrowing £8000 at 16.91% annually.
This is why it is easy to confuse the interest paid or charged with the APR because the APR is only an indicator of the costs over a year.
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