a) Let A be the event that the two numbers we roll are the same. Find P (A). (b) Let B be the event that the sum of the two rolls is less than 5. Find P (B). (c) Find P(A and B). (d) Are A and B mutually exclusive events? (e) Are A and B independent events?   (11) Refer to the previous problem. Find (a) P (Bc) (b) P (A or B) (c) P (A and Bc) (d) P (A or Bc)

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I only need question 11 answered, question 10 is information pretaining to question 11. 

 

(10) Suppose you roll two fair dice. Each die has 6 faces.

(a) Let A be the event that the two numbers we roll are the same. Find P (A).

(b) Let B be the event that the sum of the two rolls is less than 5. Find P (B).

(c) Find P(A and B).

(d) Are A and B mutually exclusive events?

(e) Are A and B independent events?

 

(11) Refer to the previous problem. Find

(a) P (Bc)

(b) P (A or B)

(c) P (A and Bc)

(d) P (A or Bc)

(e) P(A|Bc)

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