Hello does anyone have a faster way using probability to solve this problem? Counting it out would be difficult. I know however, that the pattern has been
S_1 = 1
S_2 = 2
S_3 = 4
etc...
I guess with that patter then the number of possible shaking hand arrangements = n.
I guess I need to ask my professor to clarify the question if all people are shaking.
Suppose 2n people sit on a round table and are shaking hands in
pairs. Suppose that etiquette is observed and no 2 shakes cross. Let
S_n be the number of possible shaking hands arrangements of this sort.
Determine S_10.
Suppose 2n people sit on a round table and are shaking hands in
pairs. Suppose that etiquette is observed and no 2 shakes cross. Let
S_n be the number of possible shaking hands arrangements of this sort.
Determine S_10.