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Loan vs Credit card
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Hello all
Just wondering what others might do here.
I owe £6500 on a credit card at 18.8% paying just the minimum at the moment that's £156, I'm thinking of applying for a loan of £7500 with an APR of 9.9%, to pay the credit card off. The loan would be for 5 years with monthly payments of £157.43.
I just want to make sure it's the right thing to do.
Thanks for reading.
Just wondering what others might do here.
I owe £6500 on a credit card at 18.8% paying just the minimum at the moment that's £156, I'm thinking of applying for a loan of £7500 with an APR of 9.9%, to pay the credit card off. The loan would be for 5 years with monthly payments of £157.43.
I just want to make sure it's the right thing to do.
Thanks for reading.
0
Comments
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It is if that's the only option you have, and can control your spending on the card.
Obviously it would be better to get something with a lower rate and a shorter term. But if you're struggling with a £6k debt, your options are probably limited.0 -
You owe £6,500 and want to borrow £7,500. Think about it......0
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davetrousers wrote: »You owe £6,500 and want to borrow £7,500. Think about it.
Yes you should. The APR threshold with many loans is £7500 and this is important.
With my bank I can borrow £4950 or £6100 over 5 years and in either case repay £6735 in total because the APR for the £6100 is one third that of the £4950. So in this case borrowing £6100 costs me exactly the same to repay as £4950 but leaves me £1150 better off.This is a system account and does not represent a real person. To contact the Forum Team email forumteam@moneysavingexpert.com0 -
i did this and its worked really well for us
i got a loan, paid off my credit card and CANCELLED IT ASAP to avoid adding any extra debt, now i dont have to worry about it as it just comes out as one monthly bill well worth it for us and saved us a lot of stress0 -
Another slightly mischevious trick - if the bank will allow it - is to try and borrow £7,500 at the same APR over seven years, paying back the extra £1,000 shortly after the loan is taken out, shortening the length of the loan. That reduces the minimum monthly repayment.0
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Who is the card with?
Do they have any cheaper options like a MT? (this normally comes with a fee)
Have you looked into taking out a different card at 0% and doing a BT?
Have you been quoted 9.9% or is this just the advertised rate? You may find your personal quote is higher.
How did the debt arise? Are you sure it won't happen again? (specifically in the next 5yrs)I’m a Forum Ambassador and I support the Forum Team on the Budgeting & Bank Accounts, Credit Cards, Credit File & Ratings and Energy boards. If you need any help on these boards, do let me know. Please note that Ambassadors are not moderators. Any posts you spot in breach of the Forum Rules should be reported via the report button, or by emailing forumteam@moneysavingexpert.com. All views are my own and not the official line of MoneySavingExpert.
If you can't be the best -
Just be better than you were yesterday.0 -
Another slightly mischevious trick - if the bank will allow it - is to try and borrow £7,500 at the same APR over seven years, paying back the extra £1,000 shortly after the loan is taken out, shortening the length of the loan. That reduces the minimum monthly repayment.
No, it doesn't. The term would shorten but the monthly repayments would remain the same. Then again some lenders keep the term the same and reduce the monthly repayments so the OP would need to read the small print - which (s)he should do anyway.0 -
Hello all
Just wondering what others might do here.
I owe £6500 on a credit card at 18.8% paying just the minimum at the moment that's £156, I'm thinking of applying for a loan of £7500 with an APR of 9.9%, to pay the credit card off. The loan would be for 5 years with monthly payments of £157.43.
I just want to make sure it's the right thing to do.
Thanks for reading.
If you continued paying £156 to the credit card instead of only making the minimum repayment you would have it paid off in 68 months and would cost you over £4,000 in interest.
The loan will take 51 months to pay off and cost you almost £1,500 in interest if you repay the extra £1,000 straight away and keep your monthly payments the same. If you don't the loan will take 60 months to repay and cost you over £2,000 in interest.
One the face of it the loan is less expensive if you have address the cause of your debt and have taken steps to ensure you won't start spending on your credit card again. However, Is that all you can afford to pay towards your debts each month? Could you take a look at your expenditure and cut down on fripperies to increase your payments?0 -
For the poster above who was struggling with the maths, borrowing over seven years and repaying £1,000 back does indeed reduce the amount to be paid back per month:
At 9.9% APR:-
borrowing £7,500 over 5 years: costs about £159 per month
borrowing £7,500 over 7 years, repaying £1,000 to shorten the loan length: costs about £124 per month
MSE has a calculator if you want to check the numbers
https://www.moneysavingexpert.com/mortgages/mortgage-rate-calculator
Sometimes useful if struggling to make a monthly minimum repayment0 -
For the poster above who was struggling with the maths, borrowing over seven years and repaying £1,000 back does indeed reduce the amount to be paid back per month:
At 9.9% APR:-
borrowing £7,500 over 5 years: costs about £159 per month
borrowing £7,500 over 7 years, repaying £1,000 to shorten the loan length: costs about £124 per month
MSE has a calculator if you want to check the numbers
https://www.moneysavingexpert.com/mortgages/mortgage-rate-calculator
Sometimes useful if struggling to make a monthly minimum repayment
I am not struggling with the maths at all. it is you who is struggling with how loans work. Making an overpayment does not necessarily mean that the monthly repayments will reduce. Many lenders keep the monthly repayments exactly the same regardless of how many over payments are made, all that happens is that the loan is repaid sooner. The irony is that if you used the calculator you linked to and selected the overpayment calculator you would have seen this yourself. :doh:0
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