Car is an expensive toy - costs simulator
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Car is an expensive toy - automobile costs calculator
Hi guys
Look at this simulator of how much motorists spend on their car!!
Really amazing, how much the money it can reach...
https://autocosts.org/index.php?c=US
if someone has a car, can he or she kindly share the results?
thank you
Look at this simulator of how much motorists spend on their car!!
Really amazing, how much the money it can reach...
https://autocosts.org/index.php?c=US
if someone has a car, can he or she kindly share the results?
thank you
Last edited by joao_pimentel; 12-14-13 at 05:24 AM.
#2
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Good link. Thanks for posting and welcome to LCF.
I don't have a car, but I know that just the fixed costs of the household car are $550/month. This is not including variable costs like fuel, repairs, parking and so forth.
I don't have a car, but I know that just the fixed costs of the household car are $550/month. This is not including variable costs like fuel, repairs, parking and so forth.
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For my car the website came up with $149/month. But most of that was for depreciation which it assumed was at a uniform rate over the 17 years I've had the car. Actually most of the depreciation occurred in the first few years and the annual rate now is pretty minimal.
#4
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For my car the website came up with $149/month. But most of that was for depreciation which it assumed was at a uniform rate over the 17 years I've had the car. Actually most of the depreciation occurred in the first few years and the annual rate now is pretty minimal.
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Hi
You don't need an accountant, I studied math
Obviously, that the depreciation is different at each point during the life time of the vehicle, because the instant depreciation actually accounts for the infinitesimal amount of money car loses at one infinitesimal amount of time.
Though, because we make measures at discrete points (days, weeks, months, years) we can calculate the point depreciation just by subtracting two discrete measures. For example if we make measures on a daily basis, the car value in the 2nd of January minus the car value on the 1st of January, will give you the daily depreciation on the 2nd of January.
Then you'll realize that the common depreciation of a car it's not at all constant, normally it's higher on the beginning and lower after some years.
BUT, just making the difference and dividing by the number of months, like you said, and like it is on the simulator, you get THE AVERAGE monthly depreciation during that period of time, and that's exactly what motorists pretend to know.
Any doubt, please say
You don't need an accountant, I studied math
Obviously, that the depreciation is different at each point during the life time of the vehicle, because the instant depreciation actually accounts for the infinitesimal amount of money car loses at one infinitesimal amount of time.
Though, because we make measures at discrete points (days, weeks, months, years) we can calculate the point depreciation just by subtracting two discrete measures. For example if we make measures on a daily basis, the car value in the 2nd of January minus the car value on the 1st of January, will give you the daily depreciation on the 2nd of January.
Then you'll realize that the common depreciation of a car it's not at all constant, normally it's higher on the beginning and lower after some years.
BUT, just making the difference and dividing by the number of months, like you said, and like it is on the simulator, you get THE AVERAGE monthly depreciation during that period of time, and that's exactly what motorists pretend to know.
Any doubt, please say
Last edited by joao_pimentel; 12-14-13 at 05:25 AM.
#6
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Hi
You don't need an accountant, I studied math
Obviously, that the depreciation is different at each point during the life time of the vehicle, because the instant depreciation actually accounts for the infinitesimal amount of money car looses at one infinitesimal amount of time.
Though, because we make measures at discrete points (days, weeks, months, years) we can calculate the point depreciation just by subtracting two discrete measures. For example if we make measures on a daily basis, the car value in the 2nd of January minus the car value on the 1st of January, will give you the daily depreciation on the 2nd of January.
Then you'll realize that the common depreciation of a car it's not at all constant, normally it's higher on the beginning and lower after some years.
BUT, just making the difference and dividing by the number of months, like you said, and like it is on the simulator, you get THE AVERAGE monthly depreciation during that period of time, and that's exactly what motorists pretend to know.
Any doubt, please say
You don't need an accountant, I studied math
Obviously, that the depreciation is different at each point during the life time of the vehicle, because the instant depreciation actually accounts for the infinitesimal amount of money car looses at one infinitesimal amount of time.
Though, because we make measures at discrete points (days, weeks, months, years) we can calculate the point depreciation just by subtracting two discrete measures. For example if we make measures on a daily basis, the car value in the 2nd of January minus the car value on the 1st of January, will give you the daily depreciation on the 2nd of January.
Then you'll realize that the common depreciation of a car it's not at all constant, normally it's higher on the beginning and lower after some years.
BUT, just making the difference and dividing by the number of months, like you said, and like it is on the simulator, you get THE AVERAGE monthly depreciation during that period of time, and that's exactly what motorists pretend to know.
Any doubt, please say
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Not that much, because the motorist doesn't know the future, he doesn't know how much the car will value within 5 years, but he knows for sure its value today.
Of course, he can predict, but imagine that in the meantime he has a car collision or any unpredictable event, then the car value drops immediately. Or the other way around, imagine he finds out the car, actually is a classic, then the car value increases unexpectedly.
So, the simulator gives you the true average monthly value, the motorist already lost due to depreciation, not the estimated value
Of course, he can predict, but imagine that in the meantime he has a car collision or any unpredictable event, then the car value drops immediately. Or the other way around, imagine he finds out the car, actually is a classic, then the car value increases unexpectedly.
So, the simulator gives you the true average monthly value, the motorist already lost due to depreciation, not the estimated value
Last edited by joao_pimentel; 12-14-13 at 05:27 AM.
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btw, I am the webmaster of that site...
please kindly tell me if there is any term or expression, which would be more suitable for american motorists..
thank you
please kindly tell me if there is any term or expression, which would be more suitable for american motorists..
thank you
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Car is an expensive toy.
Toy?
I know some people own cars for recreational purposes ... maybe they build up hot rods, or have a nice sports car for cruising on nice days ...
But our vehicle is a functional tool ... not a toy.
Rowan works about 35 km away. There are no busses or other public transportation that would get him where he needs to go at the hour of the morning he needs to be there.
He could ride his bicycle, but 70 km/day over several good-sized hills would be very time consuming (3-4 hours/day). 70 km/day over several good-sized hills is also tiring ... especially given that his job is quite physical too.
Rowan could have taken a job closer to where we live, but it would have paid less.
So ... when you include all the various factors into the equation ... the functional tool becomes quite inexpensive.
One additional little detail ... if Rowan were able to take the bus (and arrive a couple hours late for work), it would cost him about $120/week ... $6000/year. More than what it costs him in fuel to drive. You'd have to subtract that amount from whatever total your online calculator comes up with ... he's saving $6000/year by driving.
Toy?
I know some people own cars for recreational purposes ... maybe they build up hot rods, or have a nice sports car for cruising on nice days ...
But our vehicle is a functional tool ... not a toy.
Rowan works about 35 km away. There are no busses or other public transportation that would get him where he needs to go at the hour of the morning he needs to be there.
He could ride his bicycle, but 70 km/day over several good-sized hills would be very time consuming (3-4 hours/day). 70 km/day over several good-sized hills is also tiring ... especially given that his job is quite physical too.
Rowan could have taken a job closer to where we live, but it would have paid less.
So ... when you include all the various factors into the equation ... the functional tool becomes quite inexpensive.
One additional little detail ... if Rowan were able to take the bus (and arrive a couple hours late for work), it would cost him about $120/week ... $6000/year. More than what it costs him in fuel to drive. You'd have to subtract that amount from whatever total your online calculator comes up with ... he's saving $6000/year by driving.
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Last edited by Machka; 12-12-13 at 04:47 AM.
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Car is an expensive toy.
Toy?
I know some people own cars for recreational purposes ... maybe they build up hot rods, or have a nice sports car for cruising on nice days ...
But our vehicle is a functional tool ... not a toy.
Rowan works about 35 km away. There are no busses or other public transportation that would get him where he needs to go at the hour of the morning he needs to be there.
He could ride his bicycle, but 70 km/day over several good-sized hills would be very time consuming (3-4 hours/day). 70 km/day over several good-sized hills is also tiring ... especially given that his job is quite physical too.
Rowan could have taken a job closer to where we live, but it would have paid less.
So ... when you include all the various factors into the equation ... the functional tool becomes quite inexpensive.
Toy?
I know some people own cars for recreational purposes ... maybe they build up hot rods, or have a nice sports car for cruising on nice days ...
But our vehicle is a functional tool ... not a toy.
Rowan works about 35 km away. There are no busses or other public transportation that would get him where he needs to go at the hour of the morning he needs to be there.
He could ride his bicycle, but 70 km/day over several good-sized hills would be very time consuming (3-4 hours/day). 70 km/day over several good-sized hills is also tiring ... especially given that his job is quite physical too.
Rowan could have taken a job closer to where we live, but it would have paid less.
So ... when you include all the various factors into the equation ... the functional tool becomes quite inexpensive.
wrong, each case is one different case, but that's wrong if you take the overall approach to the problem
do you know the concept "virtual speed"?
Imagine Rowan makes all those calculations on the simulator and gets something like 20$ per working day just for car (running and standing costs). Imagine Rowan earns 5$ per hour. Then he would need to work 4 hours per day just for affording his mean of transport.
If he lives 35km away from his workplace and he gets there in 30 min, his true average speed would be 70km/h.
Though, I remind, Rowan spends more 4 hour per day paying his car, working time budget strictly allocated for paying his car, so the Rowan virtual speed would be 35/(0.5+4)=8 km/h, just 11% of his true speed.
It means that if Rowan sold the car and found a job in front of his home door, earning one fourth of the money, would still be a good option
Or if Rowan sold the car and went by bike to that working place away 35km, and he just worked part-time, was still a better option.
Yes my friend, if you start to make the true calculations, car is a very expensive toy
Last edited by joao_pimentel; 12-12-13 at 05:03 AM.
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Ah I see ... it all comes clear now.
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wrong, each case is one different case, but that's wrong if you take the overall approach to the problem
do you know the concept "virtual speed"?
Imagine Rowan makes all those calculations on the simulator and gets something like 20$ per working day just for car (running and standing costs). Imagine Rowan earns 5$ per hour. Then he would need to work 4 hours per day just for affording his mean of transport.
If he lives 35km away from his workplace and he gets there in 30 min, his true average speed would be 70km/h.
Though, I remind, Rowan spends more 4 hour per day paying his car, working time budget strictly allocated for paying his car, so the Rowan virtual speed would be 35/(0.5+4)=8 km/h, just 11% of his true speed.
It means that if Rowan sold the car and found a job in front of his home door, earning one fourth of the money, would still be a good option
Or if Rowan sold the car and went by bike to that working place away 35km, and he just worked part-time, was still a better option.
Yes my friend, if you start to make the true calculations, car is a very expensive toy
do you know the concept "virtual speed"?
Imagine Rowan makes all those calculations on the simulator and gets something like 20$ per working day just for car (running and standing costs). Imagine Rowan earns 5$ per hour. Then he would need to work 4 hours per day just for affording his mean of transport.
If he lives 35km away from his workplace and he gets there in 30 min, his true average speed would be 70km/h.
Though, I remind, Rowan spends more 4 hour per day paying his car, working time budget strictly allocated for paying his car, so the Rowan virtual speed would be 35/(0.5+4)=8 km/h, just 11% of his true speed.
It means that if Rowan sold the car and found a job in front of his home door, earning one fourth of the money, would still be a good option
Or if Rowan sold the car and went by bike to that working place away 35km, and he just worked part-time, was still a better option.
Yes my friend, if you start to make the true calculations, car is a very expensive toy
For one thing ... no one earns $5/hour!! It's been decades since people have been paid that low.
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Last edited by Machka; 12-12-13 at 05:33 AM.
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I just gave you a simple example...
Some studies, which refer more to reality seen on a broader point of view, say that on average, the virtual speed of a common motorist in the western world, is around 12km/h
Some studies, which refer more to reality seen on a broader point of view, say that on average, the virtual speed of a common motorist in the western world, is around 12km/h
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Every situation is different. Over the past decade, my husband and I lived and worked in quite a variety of situations, and have had colleagues in all sorts of different living and working situations. Your assumptions and calculations might be applicable in some situations, but will fall over in others.
Another example ... I lived in one town, and went to uni in another 150 km away for 4 semesters. The decision was: drive up and back vs taking an apartment in the city with the uni. Because of my schedule, for 2 semesters, it was cheaper to take an apartment in the city and commute by walking and public transportation. But for 2 semesters, it was cheaper to drive up and back. So while my car cost me money (especially in fuel), it was less than rent.
Each person has to make their own calculations and decide for themselves what is most financially feasible for them ... and many factors come into play in those decisions.
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Last edited by Machka; 12-12-13 at 06:27 AM.
#17
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wrong, each case is one different case, but that's wrong if you take the overall approach to the problem
do you know the concept "virtual speed"?
Imagine Rowan makes all those calculations on the simulator and gets something like 20$ per working day just for car (running and standing costs). Imagine Rowan earns 5$ per hour. Then he would need to work 4 hours per day just for affording his mean of transport.
If he lives 35km away from his workplace and he gets there in 30 min, his true average speed would be 70km/h.
Though, I remind, Rowan spends more 4 hour per day paying his car, working time budget strictly allocated for paying his car, so the Rowan virtual speed would be 35/(0.5+4)=8 km/h, just 11% of his true speed.
It means that if Rowan sold the car and found a job in front of his home door, earning one fourth of the money, would still be a good option
Or if Rowan sold the car and went by bike to that working place away 35km, and he just worked part-time, was still a better option.
Yes my friend, if you start to make the true calculations, car is a very expensive toy
do you know the concept "virtual speed"?
Imagine Rowan makes all those calculations on the simulator and gets something like 20$ per working day just for car (running and standing costs). Imagine Rowan earns 5$ per hour. Then he would need to work 4 hours per day just for affording his mean of transport.
If he lives 35km away from his workplace and he gets there in 30 min, his true average speed would be 70km/h.
Though, I remind, Rowan spends more 4 hour per day paying his car, working time budget strictly allocated for paying his car, so the Rowan virtual speed would be 35/(0.5+4)=8 km/h, just 11% of his true speed.
It means that if Rowan sold the car and found a job in front of his home door, earning one fourth of the money, would still be a good option
Or if Rowan sold the car and went by bike to that working place away 35km, and he just worked part-time, was still a better option.
Yes my friend, if you start to make the true calculations, car is a very expensive toy
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Every situation is different. Over the past decade, my husband and I lived and worked in quite a variety of situations, and have had colleagues in all sorts of different living and working situations. Your assumptions and calculations might be applicable in some situations, but will fall over in others.
But of course, we are free to spend our money wherever we want, even on a helicopter to go to work, for sure we get there in 5 minutes, and "time is money"
I got it
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So ... why are you creating a US calculator? Why not a European one?
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"This simulator will allow you to find the true cost of owning a car in the United States."
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https://www.autocosts.org/index.php?c=AU
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btw anyone here from Canada??
I'd just like to know what standards used in Canada
- km/mi for distance?
- which standard used for vehicle efficiency
- how do you show fuel prices? per litre or per gallon
Any particular term that the US version does not apply
if you could help me on the canadian version, I'd be glad
thank you so much
I'd just like to know what standards used in Canada
- km/mi for distance?
- which standard used for vehicle efficiency
- how do you show fuel prices? per litre or per gallon
Any particular term that the US version does not apply
if you could help me on the canadian version, I'd be glad
thank you so much
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btw anyone here from Canada??
I'd just like to know what standards used in Canada
- km/mi for distance?
- which standard used for vehicle efficiency
- how do you show fuel prices? per litre or per gallon
Any particular term that the US version does not apply
if you could help me on the canadian version, I'd be glad
thank you so much
I'd just like to know what standards used in Canada
- km/mi for distance?
- which standard used for vehicle efficiency
- how do you show fuel prices? per litre or per gallon
Any particular term that the US version does not apply
if you could help me on the canadian version, I'd be glad
thank you so much
I'm from Canada and Australia.
In both places, we use the metric system.
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