what are the chances of winning the mega millions
Mega Millions The probability and odds can be taken into a mathematical perspective: The probability of winning the jackpot (through October 27, 2017) was 1:(75C5) x (15); that is: 75 ways for the first white ball times 74 ways for the second times 73 for the third times 72 for the fourth times 71 for the last white ball divided by 5 x 4 x 3 x 2 x 1, or 5!, and this number is then multiplied by 15 (15 possible numbers for the "Megaball"). Therefore, (75 x 74 x 73 x 72 x 71)/ (5 x 4 x 3 x 2 x 1) x 15 = 258,890,850, which means any combination of five white balls plus the Megaball has a 1:258,890,850 chance of winning the jackpot. Similarly, the odds for second prize are 1:(75C5) x (15/14) = 1: 18,492,204 chance of winning. The overall probability of winning any prize was 1 in 14.7. If there are no jackpot winners for a specific drawing, the jackpot will keep increasing, however, the odds will still remain the same.
National Lottery (United Kingdom) A 1934 Act, further liberalised in 1956 and 1976, legalised small lotteries. The UK's state-franchised lottery was set up under government licence by the government of John Major in 1993.[5] The National Lottery is franchised to a private operator; the Camelot Group was awarded the franchise on 25 May 1994.[6] The first draw took place on 19 November 1994 with a television programme presented by Noel Edmonds. The first numbers drawn were 30, 3, 5, 44, 14 and 22, the bonus was 10, and seven jackpot winners shared a prize of Â£5,874,778.[7]