Filling a ferry
Discussion
Back when I was at school, in discrete maths, we covered packing algorithms. There was one where to fill a ferry, you put the lorries on first, then the caravans, then the cars; basically biggest item first.
I used this method the other day to minimise my steel requirement for a project, thereby saving myself some cash. I now want to tell a potential employer how super I am, and how I applied my technical knowledge to commercial advantage.
But I can't remember what this algorithm is called. And because of that, Google can't find it for me. Can PH?
I used this method the other day to minimise my steel requirement for a project, thereby saving myself some cash. I now want to tell a potential employer how super I am, and how I applied my technical knowledge to commercial advantage.
But I can't remember what this algorithm is called. And because of that, Google can't find it for me. Can PH?
dibbers006 said:
In the same way it is questioned how many sheep you could fit in a transporting lorry rather than how many you 'should'.
pure_mathematician said:
It is possible to put an infinite number of sheep safely inside a lorry, so long as you define the inside as being the volume not enclosed by the lorry's trailer.
spikeyhead said:
dibbers006 said:
In the same way it is questioned how many sheep you could fit in a transporting lorry rather than how many you 'should'.
pure_mathematician said:
It is possible to put an infinite number of sheep safely inside a lorry, so long as you define the inside as being the volume not enclosed by the lorry's trailer.
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