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.
Lotto 6/49 As the name implies, six numbers are drawn from a set of 49. If a ticket matches all six numbers, the jackpot prize of at least $5,000,000 is won. A bonus number is also drawn, and if a player's ticket matches five numbers and the bonus number, he or she wins the "second prize" which is usually between $100,000 and $500,000. Should more than one player win the top or second prize, it is split amongst them. Lesser prizes are also awarded if one matches at least three numbers, or two numbers plus the bonus number. If the top prize is not won, the jackpot prize increases for the next draw.