
The streets are all one-way, with the arrows indicating the direction. One pathway would be ABCDEFGHIJ. A shorter route would be ACEGIJ.
How many different routes can be taken before the driver must repeat a particular pathway?

ANSWER: 55
by magpie in the 80's » Wed Jul 30, 2008 2:52 pm
by Q. » Thu Jul 31, 2008 12:57 pm
by Dissident » Thu Jul 31, 2008 1:17 pm
by magpie in the 80's » Thu Jul 31, 2008 1:18 pm
Quichey wrote:I'll take a bit of a stab here and say 28.
by magpie in the 80's » Thu Jul 31, 2008 1:19 pm
Dissident wrote:I'll stab too, 54?
by magpie in the 80's » Thu Jul 31, 2008 1:21 pm
magpie in the 80's wrote:A taxi cab driver is experimenting in how many different routes he may take in getting from point A to point J. A map of his area is shown below.
The streets are all one-way, with the arrows indicating the direction. One pathway would be ABCDEFGHIJ. A shorter route would be ACEGIJ.
How many different routes can be taken before the driver must repeat a particular pathway?
ANSWER: 55
by Dissident » Thu Jul 31, 2008 1:22 pm
Competitions SANFL Official Site | Country Footy SA | Southern Football League | VFL Footy
Club Forums Snouts Louts | The Roost | Redlegs Forum |