Let E, F, and G be three events. Find expressions for the events so that, of E, F. and G,

Let H be the event that a job candidate is hired, and let Q be the event that a job candidate is well qualified. Use the symbols H, Q, |, and ∩ to write the probability that a job candidate is hired given that the candidate is well

probability that: a. 3 Cannon and 2 Schwinn are selected? a. b. all five bicycles rented are Cannon? b. c. all five bicycles rented are Schwinn? d. at least one Cannon is selected? d.

Let  S = {1, 2, 3, 4, 5, 6},   E = {1, 5, 6},   F = {2, 3, 4},  and  G = {1, 3}. Find the event  E ∪ F ∪ G. E ∪ F ∪ G =

Which of the following is a false statement? O If two events are dependent, the probability of one event effects the probability of the other If two events are dependent, they cannot occur together. OIf two events are independent, the probability of one event has no effect on the probability of the other. If one event is dependent on another, then the second event depends directly on the outcome of the first event. acer F12 Sa Lk Pause Break PriSc F10 F11 F7 F8 F9 F5 420 & %

Determine whether the eventsare independent or dependent. Then find theprobability.  A computer program randomly assigns a letter from A to E and a number from 1 to 4 as a user's temporary password. The program assigns C2 as Rebecca's temporary password.

Let event G = taking a math class. Let event H = taking a science class. Then, G ∩ H = taking a math class and a science class while G ∪ H = taking either a math class or a science class. Suppose P(G) = 0.42, P(H) = 0.45, and P(G ∪ H) = 0.25. What is P(G ∩ H)

Select all of the events that would be considered to be mutually exclusive events. banana and apple O red cards and hearts O hearts and spades O dogs and cats O long hair and dogs O inside and outside