Probability of Multiple Events 2
P(A) =

Each letter from the word MISSISSIPPI is written

on a separate sheet of paper.  You draw a letter

WITHOUT REPLACING and then draw a second

letter.

P(A) * P(B) = 
P(I, and then P)
P(B) = 

Each letter from the word MISSISSIPPI is written

on a separate sheet of paper.  You draw a letter

WITHOUT REPLACING and then draw a second

letter.

P(M) = 
P(M) * P(S) = 
P(M, and then S)
P(S) = 

Each letter from the word MISSISSIPPI is written

on a separate sheet of paper.  You draw a letter

WITHOUT REPLACING and then draw a second

letter.

P(S) = 
P(S) * P(S) = 
P(S, and then another S)
P(S) = 

Each letter from the word MISSISSIPPI is written

on a separate sheet of paper.  You draw a letter, 

REPLACE IT, and then draw a second

letter.

P(P) = 
P(P, and then P)  
P(P) * P(P) = 
**This time you are REPLACING**
P(P) = 

Mrs. Shepherd  flips a penny and then draws

a card out of a deck of 52 cards.  What is the

probability of flipping tails and then drawing a

club?

P(Tails) = 
P(Tails) * P(Clubs) = 
P(Clubs) = 
P(Rolling 2) = 
P(Rolling 2) * P(Drawing 2) = 

Mrs. Taylor rolls a dice and then draws a

card from a deck of 52 cards.  What is the

probability of rolling a 2 and then drawing

a 2?

P(Drawing 2) = 
P(Queen) = 
P(Queen) * P(King) = 

Ms. Gregorski draws two cards out of a deck

of 52 cards.  What is the probability of

drawing a Queen and then a King 

WITHOUT REPLACING?

P(King) = 
P(Queen) = 

Mr. Haggerty draws two cards out of a deck

of 52 cards.  What is the probability of

drawing a Queen and then a King if he

REPLACES the Queen before drawing the King?

 

P(Queen) * P(King) = 
P(King) = 
P(Correct) * ​P(Correct) * ​P(Correct) * ​P(Correct) * ​P(Correct)

On a multiple choice test, there are 5 questions. 

Each question has 4 answers.  What is the

probability of randomly guessing them all

correctly?

P(1 Correct) = 
P(Correct) * P(Correct) * P(Correct) * P(Wrong) * P(Wrong) = 
P(1 Correct) =

On a multiple choice test, there are 5 questions. 

Each question has 4 answers.  What is the

probability of getting 3 questions right and

getting 2 questions wrong?

 

P(1 Wrong) = 
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