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danster
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latest user's comments
#3
 Don't you just love the sound of crickets?
07/23/2017 on
Reliability
0
#25
 oh nevermind
07/16/2017 on
USA GDP (BOOLIN)
0
#24
 I can't ******* see Rhode Island
[+]
(1 reply)
07/16/2017 on
USA GDP (BOOLIN)
0
#25

danster
(07/16/2017)
[]
oh nevermind
#19
 That I did and because I was confused by the inclusion of a…
[+]
(1 reply)
07/16/2017 on
Italian Math
1
#20

HenrikVIII
(07/16/2017)
[]
kk cya
#17
 I was more confused by the relevancy of it
[+]
(3 replies)
07/16/2017 on
Italian Math
1
#18

HenrikVIII
(07/16/2017)
[]
"Wait, I'm confused
how does the inclusion of a second lottery decrease his chance of winning at least 1?"
Nowhere is it mentioned that it reduces chances.
You misread it
#19

danster
(07/16/2017)
[]
That I did
and because I was confused by the inclusion of an irrelevant probability
let's just end this already
#20

HenrikVIII
(07/16/2017)
[]
kk cya
#15
 and you misread my second comment I said exactly because an…
[+]
(5 replies)
07/16/2017 on
Italian Math
0
#16

HenrikVIII
(07/16/2017)
[]
cmon man, he has both equations right and labeled right, the first one is to win 1000 and the second one is for 2000, i really don't see what are you confused about
#17

danster
(07/16/2017)
[]
I was more confused by the relevancy of it
#18

HenrikVIII
(07/16/2017)
[]
"Wait, I'm confused
how does the inclusion of a second lottery decrease his chance of winning at least 1?"
Nowhere is it mentioned that it reduces chances.
You misread it
#19

danster
(07/16/2017)
[]
That I did
and because I was confused by the inclusion of an irrelevant probability
let's just end this already
#20

HenrikVIII
(07/16/2017)
[]
kk cya
#13
 No buddy, I get it perfectly You shouldn't be multiplying t…
[+]
(7 replies)
07/16/2017 on
Italian Math
0
#14

HenrikVIII
(07/16/2017)
[]
just look at my first comment, thats the calculation for getting 2000 dollars, I cant understand how you missread it so many times
#15

danster
(07/16/2017)
[]
and you misread my second comment
I said exactly because anon made a mistake
#16

HenrikVIII
(07/16/2017)
[]
cmon man, he has both equations right and labeled right, the first one is to win 1000 and the second one is for 2000, i really don't see what are you confused about
#17

danster
(07/16/2017)
[]
I was more confused by the relevancy of it
#18

HenrikVIII
(07/16/2017)
[]
"Wait, I'm confused
how does the inclusion of a second lottery decrease his chance of winning at least 1?"
Nowhere is it mentioned that it reduces chances.
You misread it
#19

danster
(07/16/2017)
[]
That I did
and because I was confused by the inclusion of an irrelevant probability
let's just end this already
#20

HenrikVIII
(07/16/2017)
[]
kk cya
#10
 he needs to win 1000
[+]
(9 replies)
07/16/2017 on
Italian Math
0
#12

HenrikVIII
(07/16/2017)
[]
its ok buddy, youll get it
#13

danster
(07/16/2017)
[]
No buddy, I get it perfectly
You shouldn't be multiplying the probabilities because there's no need for $2000, the guy just needs $1000. A batter comparison would be the probability of rolling 1 or 2. That's 1/6, plus 1/6. Are you going to multiply those and tell me that probability of rolling 2 out of the 6 numbers is 1/9?
#14

HenrikVIII
(07/16/2017)
[]
just look at my first comment, thats the calculation for getting 2000 dollars, I cant understand how you missread it so many times
#15

danster
(07/16/2017)
[]
and you misread my second comment
I said exactly because anon made a mistake
#16

HenrikVIII
(07/16/2017)
[]
cmon man, he has both equations right and labeled right, the first one is to win 1000 and the second one is for 2000, i really don't see what are you confused about
#17

danster
(07/16/2017)
[]
I was more confused by the relevancy of it
#18

HenrikVIII
(07/16/2017)
[]
"Wait, I'm confused
how does the inclusion of a second lottery decrease his chance of winning at least 1?"
Nowhere is it mentioned that it reduces chances.
You misread it
#19

danster
(07/16/2017)
[]
That I did
and because I was confused by the inclusion of an irrelevant probability
let's just end this already
#20

HenrikVIII
(07/16/2017)
[]
kk cya
#8
 exactly
[+]
(12 replies)
07/16/2017 on
Italian Math
+2
#9

HenrikVIII
(07/16/2017)
[]
he has to win both to win 2000
one lottery is 1000
like rolling dice, you roll twice, and need to get six
if you need to get one 6, your chances have doubled because of the second die, so your chances are 1/6 + 1/6 or 1/3
if you need to get 6 on both dies then the chances decreased exponentialy, so your chances are 1/6 x 1/6
in short for one off the dies you add the chances together, for all the dies together you multiply them
#23

anon
(07/16/2017)
[]
Your chances don't double because of two dice. example: what is the probability of rolling 2 or more on a dice? 5/6. What's the probability of getting 2 or more at least once on two rolls? 1(1/6*1/6)=35/36. You don't add the probabilities, if you did then here you would have a probability (5/6+5/6)=5/3 greater than 1 which is wrong.
#10

danster
(07/16/2017)
[]
he needs to win 1000
#12

HenrikVIII
(07/16/2017)
[]
its ok buddy, youll get it
#13

danster
(07/16/2017)
[]
No buddy, I get it perfectly
You shouldn't be multiplying the probabilities because there's no need for $2000, the guy just needs $1000. A batter comparison would be the probability of rolling 1 or 2. That's 1/6, plus 1/6. Are you going to multiply those and tell me that probability of rolling 2 out of the 6 numbers is 1/9?
#14

HenrikVIII
(07/16/2017)
[]
just look at my first comment, thats the calculation for getting 2000 dollars, I cant understand how you missread it so many times
#15

danster
(07/16/2017)
[]
and you misread my second comment
I said exactly because anon made a mistake
#16

HenrikVIII
(07/16/2017)
[]
cmon man, he has both equations right and labeled right, the first one is to win 1000 and the second one is for 2000, i really don't see what are you confused about
#17

danster
(07/16/2017)
[]
I was more confused by the relevancy of it
#18

HenrikVIII
(07/16/2017)
[]
"Wait, I'm confused
how does the inclusion of a second lottery decrease his chance of winning at least 1?"
Nowhere is it mentioned that it reduces chances.
You misread it
#19

danster
(07/16/2017)
[]
That I did
and because I was confused by the inclusion of an irrelevant probability
let's just end this already
#20

HenrikVIII
(07/16/2017)
[]
kk cya
#6
 Wait, I'm confused how does the inclusion of a second lotte…
[+]
(14 replies)
07/16/2017 on
Italian Math
+3
#7

HenrikVIII
(07/16/2017)
[]
thats the probability for winning $2000
#8

danster
(07/16/2017)
[]
exactly
#9

HenrikVIII
(07/16/2017)
[]
he has to win both to win 2000
one lottery is 1000
like rolling dice, you roll twice, and need to get six
if you need to get one 6, your chances have doubled because of the second die, so your chances are 1/6 + 1/6 or 1/3
if you need to get 6 on both dies then the chances decreased exponentialy, so your chances are 1/6 x 1/6
in short for one off the dies you add the chances together, for all the dies together you multiply them
#23

anon
(07/16/2017)
[]
Your chances don't double because of two dice. example: what is the probability of rolling 2 or more on a dice? 5/6. What's the probability of getting 2 or more at least once on two rolls? 1(1/6*1/6)=35/36. You don't add the probabilities, if you did then here you would have a probability (5/6+5/6)=5/3 greater than 1 which is wrong.
#10

danster
(07/16/2017)
[]
he needs to win 1000
#12

HenrikVIII
(07/16/2017)
[]
its ok buddy, youll get it
#13

danster
(07/16/2017)
[]
No buddy, I get it perfectly
You shouldn't be multiplying the probabilities because there's no need for $2000, the guy just needs $1000. A batter comparison would be the probability of rolling 1 or 2. That's 1/6, plus 1/6. Are you going to multiply those and tell me that probability of rolling 2 out of the 6 numbers is 1/9?
#14

HenrikVIII
(07/16/2017)
[]
just look at my first comment, thats the calculation for getting 2000 dollars, I cant understand how you missread it so many times
#15

danster
(07/16/2017)
[]
and you misread my second comment
I said exactly because anon made a mistake
#16

HenrikVIII
(07/16/2017)
[]
cmon man, he has both equations right and labeled right, the first one is to win 1000 and the second one is for 2000, i really don't see what are you confused about
#17

danster
(07/16/2017)
[]
I was more confused by the relevancy of it
#18

HenrikVIII
(07/16/2017)
[]
"Wait, I'm confused
how does the inclusion of a second lottery decrease his chance of winning at least 1?"
Nowhere is it mentioned that it reduces chances.
You misread it
#19

danster
(07/16/2017)
[]
That I did
and because I was confused by the inclusion of an irrelevant probability
let's just end this already
#20

HenrikVIII
(07/16/2017)
[]
kk cya
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