#Probability
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so
what?
we pick a random integer from 1 to 28 inclusive, and 10 give 50 dollars back and the rest give 5 dollars back
whats "winning"?
net positive?
ok
which part
anyways, do you know binomial theorem
i think using that is a simple enough solution
i dont know binomial theorem
unlucky
jhmm i cant think of a better way to do this then
what context did you get this problem and how do they want you to solve it
not yet
okay well i iwll provide to you
i like this binomial distribution calculator
i kinda wanna let you take something away from this so
the first thing to figure out here is that, you either get 50 or 5 dollars here right
so, how many wins do you need to guarantee you get a positive net income?
yes, you indeed need to win at lesat 19 times
but note that if you won 20, 21, 22, etc. youd still have a net profit right
yes
okay, so we can change this problem up a bit
lets pull up the binomial calculator
ill tell you what each category means, and your task is to find the final answer!
so n is your total number of trials
x is the number of trials you want successful
and p is the probabiltiy of a successful trial
note that we can calculate
the odds we have trials successful greater than or equal to x
and more
so, can you figure out how to solve this?
so, lets say that a success is when you get 50 dollars
and a fail is when you get 5 dollars
because we know you need to get the 50 dollars at least 19 times
i dont really know anything about math
if u telling me what to do i can google for a calculator
i mean i already sent the caluclator
i dont know what the odds are to get a 50 dollar pull
maybe 58%?27:19 but i can only put 1 or 0 in p
you can put fractions there
are my odds 58.70% 27/19 or 41.30% 19/27 to win 50 dollars?
keep it in fractional form
itll be more accurate that way
so???
how high is the chance that i have more than 1000 dollars after 27 trys?
i dont know how to calculaze odds im using a online calculator i dont even understand
.
can you figure this out
once you have that
youre good
i need to win atleast19 times out of 27??
i dont even know why 19 times????
because if you win 19 times and then lose the rest you have a net positive income
i thought you got that beofre
hmm
someone said it to me i dont understand
for a second i thought i had it
how can i calculate the 19?
what is it called
oh :(
anyway s,the odds of "winning" is 10/28 or 5/14
that is the odds of getting 50 dollars
on playing once
to be sure. i have 1000 dollars, there are 9 things. 5 things are worth 100 dollars, each try cost 50 dollar. 4 things are worth 5 dollars. i go for 27 trys. the probability is 5/9 of winning/losing each try?
and how can i calculate it with 27 trys
each try costs 50 dollars now?
yes
but yea the odds of winning, or at least getting the 50 dollar prize, would be 5/9, yes
this one is super easy because youre forced to only get 50 dollar wins
or else youd insatntly sink into debt
wait
wow what likely odds
try cost is 50, winning is 100 for 5 things
ah ok
so then you just wanna see how many wins you can get and then lose the rest and still have a positive net worth
ok wait.
There are 9 items I can get. 5 of them are worth 51,000 silver (with a random value between plus and minus from 1 to 2000 silver, so item 1 I sell for 51,324 silver, item 2 for 50,584 silver, etc.). The other 4 items are worth 3000 silver (with a random value between plus and minus from 1 to 200 silver) each attempt costs me 50 gumballs. 1 gumball costs me 440 silver times 50 = 22,000 silver per attempt. I try 27 times. My question is 1) What is the chance that I will make a profit after 27 attempts? And how do you calculate that?
2) And what is my profit/loss after the 27 attempts?
wow, gambling, smhsmh