Saying two percentages that don't total 100%
Clash Royale CLAN TAG#URR8PPP
up vote
-2
down vote
favorite
Lets say I say to you:
There is a 50% chance I will fire you today.
following that, I say:
There is a 80% chance I will not fire you today.
These percentages don't add up, what would be the priority here and is it possible to translate this into a total of 100%
percentages
 |Â
show 2 more comments
up vote
-2
down vote
favorite
Lets say I say to you:
There is a 50% chance I will fire you today.
following that, I say:
There is a 80% chance I will not fire you today.
These percentages don't add up, what would be the priority here and is it possible to translate this into a total of 100%
percentages
1
The two events are not necessary compliments of each other. You can certainly first demote someone and then fire them. Or do neither. Or do only one of them.
– Matti P.
Jul 23 at 7:22
So what is the aspect that you don't understand?
– Matti P.
Jul 23 at 7:23
@MattiP. Check edit
– Josh Malway
Jul 23 at 7:25
If you want to make two complimentary probabilities, you can change the latter to "There is a 50% chance that I will not fire you today."
– Matti P.
Jul 23 at 7:26
2
The answer is simple: People usually do not think that way about probabilities in daily speak. I saw an experiment before the Eurovision Song Contest a few years back. They let people listen to the songs one by one and give a percentage chance of winning after listening to each of them. The resulting percentages all added up to at least $500%$, up to $1800%$ for one of the experiment participants. Don't worry too much about it.
– Arthur
Jul 23 at 7:44
 |Â
show 2 more comments
up vote
-2
down vote
favorite
up vote
-2
down vote
favorite
Lets say I say to you:
There is a 50% chance I will fire you today.
following that, I say:
There is a 80% chance I will not fire you today.
These percentages don't add up, what would be the priority here and is it possible to translate this into a total of 100%
percentages
Lets say I say to you:
There is a 50% chance I will fire you today.
following that, I say:
There is a 80% chance I will not fire you today.
These percentages don't add up, what would be the priority here and is it possible to translate this into a total of 100%
percentages
edited Jul 23 at 7:43
asked Jul 23 at 7:19
Josh Malway
11
11
1
The two events are not necessary compliments of each other. You can certainly first demote someone and then fire them. Or do neither. Or do only one of them.
– Matti P.
Jul 23 at 7:22
So what is the aspect that you don't understand?
– Matti P.
Jul 23 at 7:23
@MattiP. Check edit
– Josh Malway
Jul 23 at 7:25
If you want to make two complimentary probabilities, you can change the latter to "There is a 50% chance that I will not fire you today."
– Matti P.
Jul 23 at 7:26
2
The answer is simple: People usually do not think that way about probabilities in daily speak. I saw an experiment before the Eurovision Song Contest a few years back. They let people listen to the songs one by one and give a percentage chance of winning after listening to each of them. The resulting percentages all added up to at least $500%$, up to $1800%$ for one of the experiment participants. Don't worry too much about it.
– Arthur
Jul 23 at 7:44
 |Â
show 2 more comments
1
The two events are not necessary compliments of each other. You can certainly first demote someone and then fire them. Or do neither. Or do only one of them.
– Matti P.
Jul 23 at 7:22
So what is the aspect that you don't understand?
– Matti P.
Jul 23 at 7:23
@MattiP. Check edit
– Josh Malway
Jul 23 at 7:25
If you want to make two complimentary probabilities, you can change the latter to "There is a 50% chance that I will not fire you today."
– Matti P.
Jul 23 at 7:26
2
The answer is simple: People usually do not think that way about probabilities in daily speak. I saw an experiment before the Eurovision Song Contest a few years back. They let people listen to the songs one by one and give a percentage chance of winning after listening to each of them. The resulting percentages all added up to at least $500%$, up to $1800%$ for one of the experiment participants. Don't worry too much about it.
– Arthur
Jul 23 at 7:44
1
1
The two events are not necessary compliments of each other. You can certainly first demote someone and then fire them. Or do neither. Or do only one of them.
– Matti P.
Jul 23 at 7:22
The two events are not necessary compliments of each other. You can certainly first demote someone and then fire them. Or do neither. Or do only one of them.
– Matti P.
Jul 23 at 7:22
So what is the aspect that you don't understand?
– Matti P.
Jul 23 at 7:23
So what is the aspect that you don't understand?
– Matti P.
Jul 23 at 7:23
@MattiP. Check edit
– Josh Malway
Jul 23 at 7:25
@MattiP. Check edit
– Josh Malway
Jul 23 at 7:25
If you want to make two complimentary probabilities, you can change the latter to "There is a 50% chance that I will not fire you today."
– Matti P.
Jul 23 at 7:26
If you want to make two complimentary probabilities, you can change the latter to "There is a 50% chance that I will not fire you today."
– Matti P.
Jul 23 at 7:26
2
2
The answer is simple: People usually do not think that way about probabilities in daily speak. I saw an experiment before the Eurovision Song Contest a few years back. They let people listen to the songs one by one and give a percentage chance of winning after listening to each of them. The resulting percentages all added up to at least $500%$, up to $1800%$ for one of the experiment participants. Don't worry too much about it.
– Arthur
Jul 23 at 7:44
The answer is simple: People usually do not think that way about probabilities in daily speak. I saw an experiment before the Eurovision Song Contest a few years back. They let people listen to the songs one by one and give a percentage chance of winning after listening to each of them. The resulting percentages all added up to at least $500%$, up to $1800%$ for one of the experiment participants. Don't worry too much about it.
– Arthur
Jul 23 at 7:44
 |Â
show 2 more comments
active
oldest
votes
active
oldest
votes
active
oldest
votes
active
oldest
votes
active
oldest
votes
Sign up or log in
StackExchange.ready(function ()
StackExchange.helpers.onClickDraftSave('#login-link');
);
Sign up using Google
Sign up using Facebook
Sign up using Email and Password
Post as a guest
StackExchange.ready(
function ()
StackExchange.openid.initPostLogin('.new-post-login', 'https%3a%2f%2fmath.stackexchange.com%2fquestions%2f2860088%2fsaying-two-percentages-that-dont-total-100%23new-answer', 'question_page');
);
Post as a guest
Sign up or log in
StackExchange.ready(function ()
StackExchange.helpers.onClickDraftSave('#login-link');
);
Sign up using Google
Sign up using Facebook
Sign up using Email and Password
Post as a guest
Sign up or log in
StackExchange.ready(function ()
StackExchange.helpers.onClickDraftSave('#login-link');
);
Sign up using Google
Sign up using Facebook
Sign up using Email and Password
Post as a guest
Sign up or log in
StackExchange.ready(function ()
StackExchange.helpers.onClickDraftSave('#login-link');
);
Sign up using Google
Sign up using Facebook
Sign up using Email and Password
Sign up using Google
Sign up using Facebook
Sign up using Email and Password
1
The two events are not necessary compliments of each other. You can certainly first demote someone and then fire them. Or do neither. Or do only one of them.
– Matti P.
Jul 23 at 7:22
So what is the aspect that you don't understand?
– Matti P.
Jul 23 at 7:23
@MattiP. Check edit
– Josh Malway
Jul 23 at 7:25
If you want to make two complimentary probabilities, you can change the latter to "There is a 50% chance that I will not fire you today."
– Matti P.
Jul 23 at 7:26
2
The answer is simple: People usually do not think that way about probabilities in daily speak. I saw an experiment before the Eurovision Song Contest a few years back. They let people listen to the songs one by one and give a percentage chance of winning after listening to each of them. The resulting percentages all added up to at least $500%$, up to $1800%$ for one of the experiment participants. Don't worry too much about it.
– Arthur
Jul 23 at 7:44