To play a certain lottery, a person has to correctly select 7 out of 65 numbers, paying $1 for each seven-number selection. If the seven numbers selected are the same ones that are drawn, mountains of money are bestowed. How many possible seven number combinations can be chosen from the 65 numbers?
Number of ways to select 7 numbers out of 65 = 65C7 = 65! / (7! * (65-7)!) = 696190560
To play a certain lottery, a person has to correctly select 7 out of 65 numbers,...
A certain lottery has 45 equally likely numbers. To play a game a person must select 5 numbers. If a player got the first number correctly, what is the probability that he has the next four numbers correctly? Can you show all the steps so I can understand how this works? Thank you
In a certain lottery, you must select 5 numbers (in any order) out of 33 correctly to win. a. How many ways can 5 numbers be chosen out of 33 numbers? b. You purchase one lottery ticket. What is the probability of winning?
in a certain lottery, you must correctly select 4 numbers (in any order) out of 35 to win. You purchase one lottery ticket. What is the probability thaf you will win? 3.4.49 In a certain lottery, you must correctly select 4 numbers in any order) out of 35 to win. You purchase one lottery ticket. What is the probability that you will win? The probability of winning is (Unescientific notation. Use the multiplication symbol in the math palette as needed....
A certain lottery requires players to select 7 different numbers, in any order, from 1 to 56 inclusive. How many different sets of 7 numbers can be chosen? The 7 numbers can be chosen in different ways. (Simplify your answer. Type an integer or a fraction.)
In a certain lottery, five different numbers between 1 and 30 inclusive are drawn. These are thewinning numbers. To win the lottery, a person must select the correct 5 numbers in the same orderin which they were drawn. What is the probability of winning?
In a certain lottery, players pick 5 numbers (without replace) from the numbers 1-50 and an additional number (possibly repeated from the first set) from the numbers 1-30. A set of 6 numbers with these restrictions is then chosen uniformly at random. The player wins based on how many of their numbers matched the randomly chosen number. (a) What is the probability that the player chooses all 6 numbers correctly? (b) What is the probability that the player chooses exactly...
Can I have the full solution asap please thanks! 1. To play a certain lottery, the player chooses 5 numbers from between 1 to 50 without replacement and chooses a money ball from between 1 to 36. Without replacement means once a number has been picked, it cannot be picked again. The order of the first 5 numbers doesn't matter. How many ticket combinations are there (give in terms of Cn() factors)? 2. A box contains 10 light bulbs. It...
1) In a new lottery game called "Minibucks", you select four numbers between 1 and 29. If you match all four numbers with the four numbers chosen by the lottery that day, you win the jackpot. (It doesn't matter whether the order that the lottery selected the numbers matches the order that you selected the numbers). What is the minimum number of different Minibucks tickets you would need to buy for one drawing in order to be 100% certain to...
The Powerball lottery is played twice each week in 44 states, the District of Columbia, and the Virgin Islands. To play Powerball, a participant must purchase a $2 ticket, select five numbers from the digits 1 through 69, and then select a Powerball number from the digits 1 through 26. To determine the winning numbers for each game, lottery officials draw 5 white balls out a drum of 69 white balls numbered 1 through 69 and 1 red ball out...
in a states pick 3 lottery game you pay 1.29 to select sequence of 3 digits. (from 0 to 9) such as 733. if seleced the same sequence of three digits that are drawn you win $307.14. how many different selection are possible? what is probabily of winning? if win what is net profit? find expected value? if you bet $1.29 in certain states pick 4 the expected value is -$0.98. which bet is better a 1.29 in pick 3...