Ready, steady… save!
You don’t need a chart to join in. Here are 2 ways to record your savings:
1. Cross it off
Pop a chart into your first post. Saved an amount? Cross it out! Read more »
£0.01 £0.02 £0.03
2. Write it down
Skip the chart and add updates to your first post. Read more »
“Another +£3 saved today. Go me!”
Use +£ before each new saving so it counts towards your total.
📨 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!
Help to Buy Interest Post 5 years
dan8030
Posts: 12
Forumite
Hello,
I originally took out a H2B loan in Nov 2020 to purchase my 1st house, I am shortly coming to the end of the 5 year interest free part which is fine.
Due to increase in value of my house I cannot afford to re-mortgage in November due to other debts, so will be switching my deal with my current lender (Nationwide) for an additional 3 years.
I am aware that I will pay interest for those 3 years on the original loan amount (£40,800) and I am aware that this increases each year.
What I can't seem to confirm is whether the interest is compounded each year for example:
£40800 x 1.75% = £714 + £12 (admin fee) = £726 p.a. / £60(ish) p.m. (this is 2026)
£40800 x 1.86% = £758 + £12 (admin fee) = £770 p.a. / £64(ish) p.m. (this is 2027)
£40800 x 1.86% = £804 + £12 (admin fee) = £816 p.a. / £68(ish) p.m. (this is 2028)
What I need to clarify is whether the interest in the 2nd year (2027) will be £64 pm or will it be £124 pm (1st and 2nd year added together)?
Thanks in advance.
I originally took out a H2B loan in Nov 2020 to purchase my 1st house, I am shortly coming to the end of the 5 year interest free part which is fine.
Due to increase in value of my house I cannot afford to re-mortgage in November due to other debts, so will be switching my deal with my current lender (Nationwide) for an additional 3 years.
I am aware that I will pay interest for those 3 years on the original loan amount (£40,800) and I am aware that this increases each year.
What I can't seem to confirm is whether the interest is compounded each year for example:
£40800 x 1.75% = £714 + £12 (admin fee) = £726 p.a. / £60(ish) p.m. (this is 2026)
£40800 x 1.86% = £758 + £12 (admin fee) = £770 p.a. / £64(ish) p.m. (this is 2027)
£40800 x 1.86% = £804 + £12 (admin fee) = £816 p.a. / £68(ish) p.m. (this is 2028)
What I need to clarify is whether the interest in the 2nd year (2027) will be £64 pm or will it be £124 pm (1st and 2nd year added together)?
Thanks in advance.
0
Comments
-
Your figures are correct. You don’t add year 1 and year 2 together. At the moment that is far cheaper than you could get on a mortgage deal, so it makes sense to keep HTB going.I'm a Forum Ambassador on the housing, mortgages & student money saving boards. I volunteer to help get your forum questions answered and keep the forum running smoothly. Forum Ambassadors are not moderators and don't read every post. If you spot an illegal or inappropriate post then please report it to forumteam@moneysavingexpert.com (it's not part of my role to deal with this). Any views are mine and not the official line of MoneySavingExpert.com.1
-
Great thanks for the confirmation.0
Confirm your email address to Create Threads and Reply
Categories
- All Categories
- 355.9K Banking & Borrowing
- 255K Reduce Debt & Boost Income
- 456.2K Spending & Discounts
- 248.4K Work, Benefits & Business
- 606.1K Mortgages, Homes & Bills
- 179.1K Life & Family
- 264K Travel & Transport
- 1.5M Hobbies & Leisure
- 16.2K Discuss & Feedback
- 37.7K Read-Only Boards
