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re: Question in my MBA class that came up
Posted on 9/30/19 at 8:00 pm to cokebottleag
Posted on 9/30/19 at 8:00 pm to cokebottleag
You want to spread it out.
If you do 1 10 times you basically have a 4% chance of getting aids.
If you spread it out you have small chances at sucking one more than once.
Stats has been awhile and I'd probably do it wrong.
If you do 1 10 times you basically have a 4% chance of getting aids.
If you spread it out you have small chances at sucking one more than once.
Stats has been awhile and I'd probably do it wrong.
Posted on 9/30/19 at 8:04 pm to cokebottleag
quote:
I should have known better than to ask LSU fans a math question.
Have you spent much time on here? I am a tax accountant but all I read was "AIDS dick, AIDS dick". How serious should I take your question? Maybe replace AIDS dick with "Makayla", just saying.
Posted on 9/30/19 at 8:18 pm to gthog61
It’s two parts, that’s the confusing part.
So you have one probability (.04 chance) to pick an aids dick, but then a separate probability (.47) if you contract it. That’s the problem, you have to calculate for both.
So you have one probability (.04 chance) to pick an aids dick, but then a separate probability (.47) if you contract it. That’s the problem, you have to calculate for both.
Posted on 9/30/19 at 8:18 pm to cokebottleag
1 dick baw
More less 4% vs. 18%
More less 4% vs. 18%
Posted on 9/30/19 at 8:21 pm to cokebottleag
quote:you should have known to ask your fellow faggies gay questions
I should have known better than to ask LSU fans a math question.
Posted on 9/30/19 at 8:23 pm to cokebottleag
quote:
It’s two parts, that’s the confusing part.
So you have one probability (.04 chance) to pick an aids dick, but then a separate probability (.47) if you contract it. That’s the problem, you have to calculate for both.
Think of this you flip a coin ten times you will probably get heads once I thinkformula is- (1-.47)^10 that you don't gets aids if it is an aids dick. That is almost 100% if your dick is one of the 40/1000 aids dick
If you do ten dicks - it basically 10(4%x47%)
This post was edited on 9/30/19 at 8:29 pm
Posted on 9/30/19 at 8:33 pm to cokebottleag
quote:
You conduct some research and discover the chance of getting aids from blowing an aids dick is .47 (47%).
According to my doctor that number is way high.
Posted on 9/30/19 at 8:34 pm to OysterPoBoy
quote:
According to my doctor that number is way high.
Lower % would make more interesting question
Posted on 9/30/19 at 8:38 pm to liz18lsu
quote:
Don't suck dicks, 0%
Op is an Aggie let's give realistic answers
Posted on 9/30/19 at 8:40 pm to cokebottleag
While I can’t fathom what possessed y’all to present the problem this way, the correct answer is that 1 dick 10 times gives you a lower chance of catching the aids than 10 dicks 1 time (for the 10 dicks 1 time each, use the binomial formula where the probability of the event is 0.188, which is 4% times 47%, and sum the probabilities for x=1, x=2, ..., x=10)
So if you’re going to catch the gay, pick a single partner and stick with them. Freddy Mercury could have told you that without doing all the math.
So if you’re going to catch the gay, pick a single partner and stick with them. Freddy Mercury could have told you that without doing all the math.
Posted on 9/30/19 at 8:41 pm to cokebottleag
Not enough information for this Aggie MBA question
Are these Yell Leader dicks?
If these are Yell Leader dicks chance is 110%
Are these Yell Leader dicks?
If these are Yell Leader dicks chance is 110%
Posted on 9/30/19 at 8:43 pm to SlowFlowPro
quote:
this was funnier on Silicon Valley
Yep
Posted on 9/30/19 at 8:56 pm to cokebottleag
What a normal woman thinks of an Aggie-
quote:
Posted on 9/30/19 at 8:58 pm to cokebottleag
And this is the moment where I’ve decided not to pursue an MBA.
Thanks, really.
Thanks, really.
Posted on 9/30/19 at 9:45 pm to cokebottleag
quote:
cokebottleag
Never attempt humor again.
Posted on 9/30/19 at 9:47 pm to cokebottleag
quote:
A&M was my undergrad.
I don’t suppose it’s too late for you to ask aggy Bursar’s Office for a refund, huh?
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