RED box contains 64510 red numbered balls: {R1,R2,...,R64510} BLUE box contains 65536 blue numbered balls: {B1,B2,...,B65536} 1st person: takes a Red and a Blue, records the numbers like (Rx,By) and puts them back inside. 2nd person: does the same.
1a) What is the possibility that both people will draw the same (Rx,By) ?
1b) If the whole process is repeated, what is the possibility of this happening again ?
RED box remains as is: 64510 red numbered balls: {R1,R2,...,R64510} GREEN box contains 256 green numbered balls: {G1,G2,...,G256} YELLOW box contains 256 yellow numbered balls: {Y1,Y2,...,Y256}
2a) What is the possibility that both people will draw the same (Rx,Gy,Yz) ?
2b) If the whole process is repeated, what is the possibility of this happening again ?
This is not a math homework, i am designing an application protocol, and i will use the method with the smallest collision possibility.
Thanks in advance :-)