You have a biased coin that lands heads 10% of the time. you win $1000 every time the coin lands head and lose 50 every time the coin lands tails. you start with $0 it is possible to have ne ative balance 1 you throw the coin 100 times, what is: the maximum balance you could finish with? 2. the minimum balance you could finish with? 3. your expected end balance? 100,000

1. Maximum balance = $100,000

2. Minimum balance = $(-5,000)

3. Expected balance = $55

Explanation:

Data:

PW = Probability Win = 10% = 0.10

PL = Probability Lose = 100% - 10% = 90% = 0.90

WA = Winning Amount = $1,000

LA = Losing Amount = ($50)  

L = Launchs = 100

Calculations:

1. Maximum balance = L x WA = 100 x $1,000 = $100,000

2. Minimum balance = L x LA = 100 x $(-50) = $(-5,000)

3. Expected balance = (PW x WA) + (PLxLA) = (0.10 x $1,000) + (0.90 x $(-50)) = $100 - $45 = $55

Hope this helps!

answer; the inspector may have found some violation that could cause death or some kind of serious injury;

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