1. Use the information below to answer the following questions.
Age (years) 0−4 5−19 20−44 45−64 65−84 85+ total
Male 10,708 31,534 53,091 38,112 14,622 1,858 149,925
Female 10,284 30,074 51,432 39,961 18,519 3,879 154,149
U.S. population, in thousands, by age and gender for a certain year.
  • Find the probability that during the year, a U.S. resident was female. (Round your answer to one decimal place.)
     %

    (b) Find the probability that during the year, a U.S. resident was male and between 20 and 44 years of age, inclusive. (Round your answer to one decimal place.)
    %
  • If p(E) = 1/5, find o(E).

o(E) =

  • Suppose the table below gives the lifetime odds of death from selected causes, and use it to answer the following question.
Heart disease 1:6
Cancer 1:6
Lower respiratory disease 1:28
Intentional Self-harm 1:128
Motor vehicle accidents 1:135
Unintentional poisoning 1:141
Falls 1:150
Assault by firearm 1:337
Car occupant 1:413
Fire or smoke 1:147
Pedestrian 1:745
Motorcycle rider 1:907
Accidental drowning 1:1,110
Choking on food 1:3,842
Pedal cyclist 1:4,980
Airplane accidents 1:7,229
Sharp objects 1:32,321
Heat 1:58,370
Hornets, wasps, or bees 1:71,105
Legal execution 1:79,814
Dog bite 1:122,215
Lightning 1:126,157

What is the probability that a person will die from lightning? Write your answer as a fraction.

  • If o(E) = 5:9, find o(E’).

o(E’) =

  • If p(E) = 5/8, find o(E) and o(E’).

o(E) =

 o(E’) =

6. To determine the effect their salespeople have on purchases, a department store polled 700 shoppers regarding whether or not they made a purchase and whether or not they were pleased with the service they received. Of those who made a purchase, 131 were happy with the service and 133 were not. Of those who made no purchase, 201 were happy with the service and 235 were not. Use probability rules (when appropriate) to find the probability of the event stated. (Enter your answers as fractions.)

(a) A shopper made a purchase.

  • A shopper did not make a purchase.
  • A supermarket polled 1,000 customers regarding the size of their bill. The results are given in the table below.
Size of Bill Number of Customers
below $20.00 205
$20.00–$39.99 114
$40.00–$59.99 189
$60.00–$79.99 174
$80.00–$99.99 194
$100.00 or above 124

Use probability rules (when appropriate) to find the relative frequency with which a customer’s bill is as stated. (Enter your answers as fractions.)

(a) less than $40.00


(b) $40.00 or more

  • After examining their clients’ records, Crashorama Auto Insurance calculated the probabilities in the figure below.
  Miles/Year
< 10,000
10,000 ≤
Miles/Year
< 20,000
20,000 ≤
Miles/Year
Accident 0.04 0.11 0.29
No accident 0.20 0.16 0.20

(a) Find the probability that the client drives less than 10,000 miles/year and has an accident.


(b) Find the probability that a client drives less than 10,000 miles/year or has an accident.


(c) Find the probability that a client does not drive less than 10,000 miles per year and does not have an accident.

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