Two dice are thrown simultaneously.find the probability of getting sum of numbers appearing on both sides is less than 12
Answers
Answered by
1
36 possible outcomes
P(11, that is either [5,6] or [6,5]) = 2/36.
P(12, that is [6,6]) = 1/12
hence P(11 or 12) = P(sum>= 11) = 3/36 = 1/12
P(sum<11) = 1 - P(sum>=11) = 1 - 1/12 = 11/12
P(11, that is either [5,6] or [6,5]) = 2/36.
P(12, that is [6,6]) = 1/12
hence P(11 or 12) = P(sum>= 11) = 3/36 = 1/12
P(sum<11) = 1 - P(sum>=11) = 1 - 1/12 = 11/12
Answered by
0
total outcomes possible are 36
favourable outcomes are 35 (all the outcomes except 6,6 as it has a sum equal to 12)
so, probability is 35/36
hope it would help u :-)
favourable outcomes are 35 (all the outcomes except 6,6 as it has a sum equal to 12)
so, probability is 35/36
hope it would help u :-)
Anonymous:
heyy
Similar questions
Physics,
1 year ago