We'd like to remind Forumites to please avoid political debate on the Forum... Read More »
We're aware that some users are experiencing technical issues which the team are working to resolve. See the Community Noticeboard for more info. Thank you for your patience.
📨 Have you signed up to the Forum's new Email Digest yet? Get a selection of trending threads sent straight to your inbox daily, weekly or monthly!
Get loan or use savings...?
Options
I am buying a car for £13,500, which I have in savings. However, I have been offered the £13,500 over 3 years on HP with an APR of 6.8%. This works out at a total cost of £14,925.16 over the 3 years. BUT, I can get a 3 year fixed rate bond with my local bank at 4.5%. I worked out that as a basic rate taxpayer, I would earn £1,511.12 interest on my £13,500, which equals £15,011.12 i.e. my savings return would be higher than the HP interest!!! Seems to me I would be better off taking the HP loan and putting my savings into the 3 year bond. This sounds too good to be true - am I missing anything or can anyone think of any downside to this...?
PS come April I could put £5,100 into a 3 yr fixed cash ISA at 4% and my savings return would be even higher than above...?!!!
PS come April I could put £5,100 into a 3 yr fixed cash ISA at 4% and my savings return would be even higher than above...?!!!
0
Comments
-
If you were buying with your savings (i.e. cash) couldn't you negotiate a cheaper price for the car?0
-
Hmmm... the sums don't add up, or maybe I'm missing something.
If you're borrowing at 6.8% but saving at 4.5% (before tax, 3.6% in reality) how could the money earn more interest than what you'd have to pay?
Have a look here: http://www.online-calculators.co.uk/interest/compoundinterest.php
£13,500 saved @ 4.5% = 1,905.74 interest (before tax, so really it's £1,524.59)
£13,500 borrowed @ 6.8 = 2,945.52 interest
That looks like you'd be 1400 quid worse off...:(0 -
Hmmm... the sums don't add up, or maybe I'm missing something.
If you're borrowing at 6.8% but saving at 4.5% (before tax, 3.6% in reality) how could the money earn more interest than what you'd have to pay?
Have a look here: http://www.online-calculators.co.uk/interest/compoundinterest.php
£13,500 saved @ 4.5% = 1,905.74 interest (before tax, so really it's £1,524.59)
£13,500 borrowed @ 6.8 = 2,945.52 interest
That looks like you'd be 1400 quid worse off...:(
That was my original thought. However this says otherwise:
http://www.pem.co.uk/common/calculators/loan.html
Says the OPs amount is correct0 -
you are comparing apples and oranges
to compare like with like your two options are
a. keep your current saving of 13,500 earning 4.5% less tax
and spend about 414 per month from income for the loan
or
b. use your saving to buy the car
save your 414 per month in a saving a/c
then you need to compare the outcomes0 -
That was my original thought. However this says otherwise:
http://www.pem.co.uk/common/calculators/loan.html
Says the OPs amount is correct
I've just checked w/MoneyFacts and a bunch of others (inc. the link you posted) and they all agree with the O/P.you are comparing apples and oranges
to compare like with like your two options are
a. keep your current saving of 13,500 earning 4.5% less tax
and spend about 414 per month from income for the loan
or
b. use your saving to buy the car
save your 414 per month in a saving a/c
then you need to compare the outcomes
Bingo! Yep, I was missing the obvious...
So to borrow 13,500 @ 415.61 a month would cost £1461.96 in interest.
To save £415.61 a month would make £1024.93 before tax (£819.94 after tax)
That makes the O/P £642.02 worse off to borrow rather than save if they put away 415.61 either to the loan or into savings.
The nub of it is that if they pay out of savings, there's no monthly commitment.0 -
The reason for the discrepancy is that the interest will not be calculated on £13500 every month of the loan, if you were paying back, say, £500 a month, this may on your first payment be say, £300 interest and £200 capital, the next month you would be paying interest on only £13300, etc etc
As such, while the APR is higher, the capital that is is calculated on is constantly decreasing.0
This discussion has been closed.
Confirm your email address to Create Threads and Reply

Categories
- All Categories
- 351K Banking & Borrowing
- 253.1K Reduce Debt & Boost Income
- 453.6K Spending & Discounts
- 244K Work, Benefits & Business
- 599K Mortgages, Homes & Bills
- 176.9K Life & Family
- 257.3K Travel & Transport
- 1.5M Hobbies & Leisure
- 16.1K Discuss & Feedback
- 37.6K Read-Only Boards