CoolRich59
Thinks s/he gets paid by the post
I apologize in advance if this turns into a looong post:
I've been having a friendly disagreement with my wife and two of my kids on what is the best way to pay down loans to accelerate my retirement date.
We currently have three loans (2 auto and the mortgage on our home).
The first auto loan has the smallest payment ($390), has the shortest remaining term (appx 2 years), and an interest rate of 1.9%.
The second auto's payment is $520, has 4 years left, and also has an interest rate of 1.9%
The mortgage payment is (of course) significantly higher than both of these, has appx 12 years to go, and has an interest rate of 3.125%.
Paying off the first car loan seems to be the obvious choice. But, when I called and asked if any add'l payment would go to principal, I got an evasive answer. So, I dug up the loan contract and worked my way through the fine print.
It seems that any add'l $$ goes towards the next three payments and does not accelerate the loan at all. (For example, if I sent $1,170 on Jan 1, the loan company would apply $390 to January's payment, $390 to February's payment, and $390 to March's payment; my next payment would then be due April 1 - the loan maturity date would not move. (What a deal - for the loan company ) So, we are just going to keep the status quo with the first car loan.
The wife and one of my kids vote for paying down car loan #2 (I checked with them too, and 100% of each extra dollar goes to pay down principal). Their thinking is that we can pay off the car loan faster and then apply those payment amount to the mortgage.
However, my and my other son's thinking is that we will get more benefit by dedicating any extra $$ to the mortgage because of its higher interest rate and because the extra $$ will be accelerating the payoff date now, rather than keeping the mortgage payments "static" until we pay off the car loans and shift those $$ from the auto loans to the mortgage.
There may be a simple formula or calculator for working this out. If so, I apologize for wasting everyone's time. (And if there is a formula or calculator, please point me in the right direction!)
Thanks in advance for any input!
I've been having a friendly disagreement with my wife and two of my kids on what is the best way to pay down loans to accelerate my retirement date.
We currently have three loans (2 auto and the mortgage on our home).
The first auto loan has the smallest payment ($390), has the shortest remaining term (appx 2 years), and an interest rate of 1.9%.
The second auto's payment is $520, has 4 years left, and also has an interest rate of 1.9%
The mortgage payment is (of course) significantly higher than both of these, has appx 12 years to go, and has an interest rate of 3.125%.
Paying off the first car loan seems to be the obvious choice. But, when I called and asked if any add'l payment would go to principal, I got an evasive answer. So, I dug up the loan contract and worked my way through the fine print.
It seems that any add'l $$ goes towards the next three payments and does not accelerate the loan at all. (For example, if I sent $1,170 on Jan 1, the loan company would apply $390 to January's payment, $390 to February's payment, and $390 to March's payment; my next payment would then be due April 1 - the loan maturity date would not move. (What a deal - for the loan company ) So, we are just going to keep the status quo with the first car loan.
The wife and one of my kids vote for paying down car loan #2 (I checked with them too, and 100% of each extra dollar goes to pay down principal). Their thinking is that we can pay off the car loan faster and then apply those payment amount to the mortgage.
However, my and my other son's thinking is that we will get more benefit by dedicating any extra $$ to the mortgage because of its higher interest rate and because the extra $$ will be accelerating the payoff date now, rather than keeping the mortgage payments "static" until we pay off the car loans and shift those $$ from the auto loans to the mortgage.
There may be a simple formula or calculator for working this out. If so, I apologize for wasting everyone's time. (And if there is a formula or calculator, please point me in the right direction!)
Thanks in advance for any input!