Hi,
Let's say you have 100k AUD loan at 3% over 30 years. You'll pay about 50k interest over the life of the loan, and roughly 420 / month in repayments.
See example in calculator.
Now if you have 50k in your offset, it's as if you had a 50kAUD loan over 30 years. If you halve your monthly repayment as well, you'll pay back your loan in the same time, and with about half of the interest.
But, if you keep paying the same ~420/month, you'll repay your loan much faster, probably in a bit less than 15 years.
I'm trying to understand how the bank computes interest. I assume the bank computes interest based on how much I owe them at a specific point in time. Any day, they look at how much I owe them, and they charge me 3% (per annum) of that amount, regardless of how long it'll take me to pay back. The total interest paid on the loan still depends on the duration, obviously, since if I pay back faster, I owe them less money the next day.
In that case, I would say that paying back a 30 years loan in 15 year is the same as paying a 15 year loan.
Is it really how this works or is expected term of the loan factored as well?
If short I want to know if I should renegotiate my loan for a shorter term, or if it makes no difference. If anyone has a link to a good explanation or simulator, it'd be much appreciated.
If you owe money for a shorter period, then yes, you generally pay less interest than if you owed money for a longer period (unless you sign a fixed rate loan, then the total amount repayable is generally fixed).
The difference in the loan term (or the amount of the loan) you take out will just vary the minimum monthly payment you must make. If you pay more, you pay it off faster and pay less interest overall.