Sixty points, of which thirty are coloured red, twenty are coloured blue, and ten are coloured
green, are marked on a circle. These points divide the circle into sixty arcs. Each of these arcs
is assigned a number according to the colours of its endpoints: an arc between a red and a
green point is assigned a number 1, an arc between a red and a blue point is assigned a number2, and an arc between a blue and a green point is assigned a number3. The arcs between two
points of the same colour are assigned a number 0. What is the greatest possible sum of all
the numbers assigned to the arcs?

Question

Sixty points, of which thirty are coloured red, twenty are coloured blue, and ten are coloured
green, are marked on a circle. These points divide the circle into sixty arcs. Each of these arcs
is assigned a number according to the colours of its endpoints: an arc between a red and a
green point is assigned a number 1, an arc between a red and a blue point is assigned a number2, and an arc between a blue and a green point is assigned a number3. The arcs between two
points of the same colour are assigned a  number 0. What is the greatest possible sum of all
the numbers assigned to the arcs?

goformit100 · Answer

@dan815

dan815 · Answer

http://www.gutenberg.org/files/201/201-h/201-h.htm

dan815 · Answer

someone told me all mathematicians shud read this book

goformit100 · Answer

How to download this page ?

dan815 · Answer

http://www.gutenberg.org/ebooks/201

dan815 · Answer

click first link in there

goformit100 · Answer

@dan815 which link on that page ?

dan815 · Answer

the one saying HTML the first link

goformit100 · Answer

How to download it to computer ?

goformit100 · Answer

@dan815 ^