There are 230300 ways.
Q9. How many different ways can 4 tickets be selected from 50 tickets if each ticket wins a different prize.
Answer: 1/10 for no tickets, 6/10 for two tickets, 3/10 tickets for one ticket.
P(Winning) = 50/700 = 0.0714... ≈ 7.14 %
2/50 x 2/50= 4/2500= 1/625-------------------------If the first ticket won't be replaced after it has been drawn, then your chances are 2/50*1/49=2/2450=1/1225.
It is 1/13,983,816.
435 ways.
Since each ticket wins, the question is equivalent to the number of ways of selecting 4 tickets out of 20. This is 4845.
The winning ticket is BOLT. CROWN. STATUE. BOX
Q9. How many different ways can 4 tickets be selected from 50 tickets if each ticket wins a different prize.
First ticket can be any of 40, second any of 39, third any of 38 and fourth any of 37 so 40 x 39 x 38 x 37 different ways which is 2,193,360.
The odds of winning when buying tickets in the New York Lottery are different for different ticket types. The highest odd is 1 in 2.93 and the lowest odd is 1 in 5.14.
Lottery vendors usually don't make anything from winning tickets, but rather from sales of the tickets themselves.
A customer asks for four lottery tickets: one ($5.00 ticket), two ($1.00 tickets), and one ($3.00 ticket). He gives you two winning tickets to be redeemed: one for ($5.00) and the other for ($2.00). Does he owe you money or do you owe him money?
ppeenniisss
given that there are 6000 available tickets and 1 winner: If one buys 1 ticket he has a probability of 1/6000 of winning if one buys 14 tickets he has a probability of 14/6000 of winning if one buys 28 tickets he has a probability of 28/6000 of winning
Yes... But not all are winning tickets...
What if total of 50 raffle tickets are sold for a contest to win a car If you purchase one ticket what are your odds against winning? 49 to 1