tion 7 ret ered ed out of 649 ag question A classic lottery in Atlantic Canada is 6/49, so-called because there are 49 numbers and players select 6 numbers. It doesn't matter in what order the 6 number are selected. What formula would be used to determine the number of possible outcomes? Calculate the number of possible outcomes What if the order of the 6 numbers did matter? What formula would be used to determine the number of possible outcomes? Calculate the number of possible outcomes in this case: Based on the above, is there a better chance of winning a combination game or a permutation game? What is the Probability of winning the Lotto Atlantic 6/49 on a single ticket? (Just to note: you can answer as a decimal or in the form "xE-n", meaning x times 10 raised to the exponent of -n. Consult Moodle documentation if necessary)