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## Main Question or Discussion Point

I have been grappling with this one for the past 24 hours.

I'll make this baseball related, consisting of three independent events assuming the following:

Player A has a 40% chance of stealing a base in "his game" tonight.

Player B has a 60% chance of stealing a base in "his game" tonight.

Player C has a 10% chance of stealing a base in "his game" tonight.

I want to figure out what the chances are that AT LEAST ONE of the three players will steal a base tonight. I originally thought the formula was P(AUBUC)=P(A)+P(B)+P(C)-P(A)*P(B)*P(C), but that gives me a final result of 1.076... a result higher than 100%. So that can't be it.

Can somebody help me out with this one?

I'll make this baseball related, consisting of three independent events assuming the following:

Player A has a 40% chance of stealing a base in "his game" tonight.

Player B has a 60% chance of stealing a base in "his game" tonight.

Player C has a 10% chance of stealing a base in "his game" tonight.

I want to figure out what the chances are that AT LEAST ONE of the three players will steal a base tonight. I originally thought the formula was P(AUBUC)=P(A)+P(B)+P(C)-P(A)*P(B)*P(C), but that gives me a final result of 1.076... a result higher than 100%. So that can't be it.

Can somebody help me out with this one?