SOLUTION: 1. Consider an experiment that consists of rolling a pair of dice. There are 36 possible outcomes for this experiment which are equally likely. What is the probability of getting

Algebra ->  Probability-and-statistics -> SOLUTION: 1. Consider an experiment that consists of rolling a pair of dice. There are 36 possible outcomes for this experiment which are equally likely. What is the probability of getting       Log On


   



Question 977609: 1. Consider an experiment that consists of rolling a pair of dice. There are 36 possible
outcomes for this experiment which are equally likely. What is the probability of getting a
total of 3 or 5 for this experiment?
(a) 1 /3
(b) 20/36
(c) 1/36
(d) 1/6
(e) 1/2
2. A car dealer sells cars made by different auto manufacturers. Three of these
manufacturers are Honda, Nissan, and Ford. Consider an experiment that consists of
observing the make and model of the next car sold. The outcomes in the sample space
would include simple events such as Nissan Altima and Ford Fusion. Suppose we define
the events E1 = Honda, E2=Nissan, and E3=Ford. Note that E1 is not a simple event
because there is more than one model of Honda sold (for example, Civic, Accord, and
Insight). Based on several years of sales data, the probabilities of these events are
estimated as P(E1)  0.25, P(E2)  0.18, and P(E3)  0.14. Based on this data, what is
the probability that the next car purchased is not made by one of these three
manufacturers?
(a) 0.60
(b) 0.57
(c) 0.43
(d) 0.53
(e) 0.32
2
3. A bookstore sells two types of books (fiction and nonfiction) in several formats
(hardcover, paperback, digital, and audio). Consider an experiment that consists of
observing the type and format of a single book purchase, two possible outcomes are a
hardcover fiction book and an audio fiction book. The number of all outcomes the
sample space would include is:
(a) 4
(b) 16
(c) 32
(d) 8
(e) 12

Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
Rolling a three,
(3,1) (3,2) (3,3) (3,4) (3,5) (3,6)
Rolling a five,
(5,1) (5,2) (5,3) (5,4) (5,5) (5,6)
There are 12 possible outcomes.
P=12%2F36=1%2F3
.
.
.
P%28H%29%2BP%28N%29%2BP%28F%29%2BP%28other%29=1
P%28other%29=1-0.25-0.18-0.14
P%28other%29=0.43
.
.
.
N=2%2A4=8