Question

Suppose you roll two dice. Find the probability of not rolling a sum of 6

Answer 1

@MAli13chineta

Answer 2

@Mandre

Answer 3

@WolfMaster

Answer 4

...?

Answer 5

what?

Answer 6

@AdmiralAngel25 @abb0t @amistre64

Answer 7

can u help me wolf i ain understandin

Answer 8

shes asking for help. @WolfMaster

Answer 9

0-0

Answer 10

it's not like im interested in a wolf

Answer 11

lol

Answer 12

Nice, so I show up 3rd when you press a? :D

Answer 13

yea ;)

Answer 14

well 4th

Answer 15

i'm way down in the b's but any ways who is smart and can help

Answer 16

@MAli13chineta 's explanation doesn't help?

Answer 17

i know especially if ur not Einstein

Answer 18

determine how many ways there is to get a sum of 6

Answer 19

5 ways

Answer 20

i mean 4

Answer 21

lets chk that

15
24
33
42
51

yep 5 ways

and how many outcomes are there entotal?

Answer 22

i mean 5 again my b

Answer 23

yea thts wut i got

Answer 24

do we agree that there are 36 outcomes total?

Answer 25

yea

Answer 26

the the prob of actually rolling a sum of 6 is 5/36

since all probs add up to 1, the rest of the probs are what does NOT add to 6

P(not6) = 1 - 5/36

Answer 27

5 ways so 5/36 possibly

Answer 28

what do u mean 1-5/36

Answer 29

subtract what is 6 from 1, to determine what is NOT 6

Answer 30

what is 1 - 5/36

Answer 31

0.86

Answer 32

P(6) + P(not6) = 1

therefore

P(not6) = 1 - P(6)

Answer 33

about .8611 yeah

Answer 34

31/36 to be precise

Answer 35

thx

Answer 36

youre welcome