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Conditional probability

2022-07-06 12:22:00 Aerobatics

Conditional probability

Note source :Conditional Probabilities, Clearly Explained!!!



P ( Like both Candy Like it again Soda ) P(\text{ Like both Candy Like it again Soda}) P( Like both Candy Like it again Soda)


P ( Just like Candy ) P(\text{ Just like Candy}) P( Just like Candy)


P ( Just like Soda ) P(\text{ Just like Soda}) P( Just like Soda)


P ( Neither like Candy I don't like Soda ) P(\text{ Neither like Candy I don't like Soda}) P( Neither like Candy I don't like Soda)


P ( like Soda ) P(\text{ like Soda}) P( like Soda)


P ( Don't like Soda ) P(\text{ Don't like Soda}) P( Don't like Soda)


P ( like Candy ) P(\text{ like Candy}) P( like Candy)


P ( Don't like Candy ) P(\text{ Don't like Candy}) P( Don't like Candy)


P ( Like both Candy Like it again Soda  ∣   like Soda ) P(\text{ Like both Candy Like it again Soda}\ |\ \text{ like Soda}) P( Like both Candy Like it again Soda   like Soda)
among | pronounce as “given that” \text{“given that”} “given that”【 stay ⋯ \cdots Conditions / Under the circumstances 】 The function is to limit the scope


P ( Don't like Candy And like it Soda  ∣   like Soda ) P(\text{ Don't like Candy And like it Soda}\ |\ \text{ like Soda}) P( Don't like Candy And like it Soda   like Soda)
among | pronounce as “given that” \text{“given that”} “given that”【 stay ⋯ \cdots Conditions / Under the circumstances 】 The function is to limit the scope

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