Describe mathematically/logically why the following cannot be done:
This is a real world problem - someone buying a new car privately.
You may be correct. I live in a golden past when cars had real frames and real bumpers and you could clamp a tow bar to the bumper.
That's exactly the type I used some years ago, along with a tow bar like these
1 car is in Glasgow . Doesn't say it is a third hand 'heap' .
I didn't say that it was, and the original description in the OP didn't say that it wasn't. Serious lack of information about why it might be impossible.
Actually not easy. When I last looked for £500 or less cars here, there were only three, and all of them were 25 miles away.
Anything is cheaper than a train. It costs me less to drive almost the full length of the UK in my car than to get a train. Since trains are presumably subsidised, this indicates they're a very inefficient means of transport. In fact I read something once (probably on top Gear) that a train that's fully occupied uses more diesel than a car for each individual passenger. They're just so damn heavy they waste fuel.
Anything in Glasgow is obviously a heap.
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