4. A large car dealership examined a sample of vehicles sold or leased in the past year. Data is classified by type (car, SUV, van, truck) and by whether they were a sale of a new or used vehicle or whether the vehicle was leased. Van (V) 21 4 6 31 Suppose a vehicle in the sample is randomly selected to review its sales or lease papers a. Find the probability that the vehicle was leased. b. Find the probability that a vehicle is a truck. c. Find the probability that a vehicle is not a truck. d. Find the probability that the vehicle was a car and was leased. e. Find the probability that a vehicle was used if it was a van. New vehicle sale (N) Used vehicle sale (U) Vehicle Lease (L) Total Car (C) 86 39 34 159 SUV (S) 25 13 12 50 Truck(T) 38 22 0 60 f. Find the probability that the vehicle was a van if it was used. g. Find the probability that the vehicle was new or a yan. Total 170 78 52 300

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 10CYU
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Question
4. A large car dealership examined a sample of vehicles sold or leased in the past year. Data
is classified by type (car, SUV, van, truck) and by whether they were a sale of a new or
used vehicle or whether the vehicle was leased.
Van (V)
21
4
6
31
Suppose a vehicle in the sample is randomly selected to review its sales or lease papers
a. Find the probability that the vehicle was leased.
b. Find the probability that a vehicle is a truck.
c. Find the probability that a vehicle is not a truck.
d. Find the probability that the vehicle was a car and was leased.
e. Find the probability that a vehicle was used if it was a van.
New vehicle sale (N)
Used vehicle sale (U)
Vehicle Lease (L)
Total
Car (C)
86
39
34
159
SUV (S)
25
13
12
50
Truck(T)
38
22
0
60
f. Find the probability that the vehicle was a van if it was used.
g. Find the probability that the vehicle was new or a van.
h. Find the probability that the vehicle was leased or a truck.
Total
170
78
52
300
Transcribed Image Text:4. A large car dealership examined a sample of vehicles sold or leased in the past year. Data is classified by type (car, SUV, van, truck) and by whether they were a sale of a new or used vehicle or whether the vehicle was leased. Van (V) 21 4 6 31 Suppose a vehicle in the sample is randomly selected to review its sales or lease papers a. Find the probability that the vehicle was leased. b. Find the probability that a vehicle is a truck. c. Find the probability that a vehicle is not a truck. d. Find the probability that the vehicle was a car and was leased. e. Find the probability that a vehicle was used if it was a van. New vehicle sale (N) Used vehicle sale (U) Vehicle Lease (L) Total Car (C) 86 39 34 159 SUV (S) 25 13 12 50 Truck(T) 38 22 0 60 f. Find the probability that the vehicle was a van if it was used. g. Find the probability that the vehicle was new or a van. h. Find the probability that the vehicle was leased or a truck. Total 170 78 52 300
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