4.1 - 1Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
a. A person has type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 2Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
a. A person has type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 3Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
a. A person has type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 4Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
a. A person has type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 5Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
a. A person has type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 6Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
b. A person has type A or type B blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 7Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
b. A person has type A or type B blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 8Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
b. A person has type A or type B blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 9Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
b. A person has type A or type B blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 10Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
b. A person has type A or type B blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 11Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
b. A person has type A or type B blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
	 	
22 5
50
27
50
54%
4.1 - 12Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 13Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 14Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 15Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 16Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 17Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 18Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 19Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 20Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 21Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
c. A person has neither type A nor type O blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 22Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 23Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 24Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 25Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 26Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 27Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 28Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 29Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
4.1 - 30Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood.
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
	
22 5 21
50
48
50
4.1 - 31Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved.
Example: Blood Types
In a sample of 50 people, 21 had type O blood, 22 had type A
blood, 5 had type B blood, and 2 had type AB blood. Set up a
frequency distribution and find the following probabilities.
d. A person does not have type AB blood. Alternative Solution
Since there are 50 total people in the population and 2 with Type AB
blood, then 50 – 2 = 48 people do not have Type AB blood
Type Frequency
A 22
B 5
AB 2
O 21
Total 50
	
50 2
50
48
50
96%

More Related Content

PPTX
CONSCIENCE
PPT
The Question Concerning Technology
PDF
01 nature of art
PDF
Intellectual revolutions that defined society
PPTX
Lesson 2 intellectual revolutions that defined society
PPTX
1-metaphors-of-globalization.pptx
PPTX
12. WHY THE FUTURE DOES NOT NEED US.pptx
PPTX
Opportunities, Challenges and Power of Media Information
CONSCIENCE
The Question Concerning Technology
01 nature of art
Intellectual revolutions that defined society
Lesson 2 intellectual revolutions that defined society
1-metaphors-of-globalization.pptx
12. WHY THE FUTURE DOES NOT NEED US.pptx
Opportunities, Challenges and Power of Media Information

What's hot (20)

PDF
Publisher 2007 tutorial
DOCX
Rizal script copy
PPTX
What is Art: Introduction and Assumptions
PPTX
Feast of the Dead
DOC
Nagkaroon ng anak sina wigan at bugan
PPTX
Human flourishing in science and technology: Technology as a Mode of Revealing
PPTX
Art Appreciation: Art of India, China, and Japan
PPTX
Contemporary Art Elements and Principles
PPTX
Kabanata 13 - Noli Me Tangere
PPTX
Edukasyon sa pananaw ni rizal
DOCX
Effectiveness of banana peel
PPTX
Indicators of Global City Chapter 8 part 2
PPTX
Final Defense PowerPoint
PPTX
Soc 451, 1st class
PDF
Technology as a Way of Revealing
PPT
Heidegger[1]
PPTX
May day eve
DOCX
Study and Appreciation of Philippine Arts
PPT
Function vs not function
PPT
Review of related literature
Publisher 2007 tutorial
Rizal script copy
What is Art: Introduction and Assumptions
Feast of the Dead
Nagkaroon ng anak sina wigan at bugan
Human flourishing in science and technology: Technology as a Mode of Revealing
Art Appreciation: Art of India, China, and Japan
Contemporary Art Elements and Principles
Kabanata 13 - Noli Me Tangere
Edukasyon sa pananaw ni rizal
Effectiveness of banana peel
Indicators of Global City Chapter 8 part 2
Final Defense PowerPoint
Soc 451, 1st class
Technology as a Way of Revealing
Heidegger[1]
May day eve
Study and Appreciation of Philippine Arts
Function vs not function
Review of related literature
Ad

Viewers also liked (20)

PPTX
Mean of a discrete random variable.ppt
PDF
Module 3 example 15
PDF
Population Standard Deviation
PDF
Sample Standard Deviation
PDF
Mean of a frequency distribution
PDF
Weighted Mean - New Diet Cola
PDF
Weighted Mean - Class Average
PDF
Weighted Mean - GPA
PPTX
Variance and standard deviation of a discrete random variable
PPT
Human blood
PPT
Rh lecture
PPTX
The Human Blood
PPT
the concept of inheritance
PPS
Why donate blood
PPTX
Blood Types and Personality
PPS
Types Of Blood from Rtibloodinfo
PPT
Blood types
PPT
Integrated Science M2 Blood Groups
PPT
Blood group
PPTX
Blood Types
Mean of a discrete random variable.ppt
Module 3 example 15
Population Standard Deviation
Sample Standard Deviation
Mean of a frequency distribution
Weighted Mean - New Diet Cola
Weighted Mean - Class Average
Weighted Mean - GPA
Variance and standard deviation of a discrete random variable
Human blood
Rh lecture
The Human Blood
the concept of inheritance
Why donate blood
Blood Types and Personality
Types Of Blood from Rtibloodinfo
Blood types
Integrated Science M2 Blood Groups
Blood group
Blood Types
Ad

Similar to Relative frequency approximation Blood Types (20)

PPT
Bloodbasics
PPT
Multiple alleles
PPT
incompleteandcodominance.ppt
PPT
Lesson4_Modifications to Mendel’s Classic Ratios
PPTX
Blood Typing and Genetics (3).pptx
PPT
Bloodbasics revised
PPTX
Bloodtyping
PDF
ABO Blood Grouping Biology Investigatory Project Class XII(12)
DOC
Blood types for health class
PPTX
The Nature of blood---------------,.pptx
DOCX
1 BIOL 102 Lab 9 Simulated ABO and Rh Blood Typing.docx
PPT
4.3 theoretical genetics
PDF
Answer the following before beginning the case study. What are the f.pdf
PDF
Serology and its Applications in Forensics
PDF
forensicserology-130506154506-phpapp01.pdf
PPT
Non-Mendelian-Genetics Patterns of Inheritance.ppt
PDF
Untitled.pdf5156161651651651651651651651651651
PPT
abo_blood_group_system_dr.gm.pptx.ppt
PPTX
Blood group by Pandian M, Tutor, Dept of Physiology, DYPMCKOP,MH.
Bloodbasics
Multiple alleles
incompleteandcodominance.ppt
Lesson4_Modifications to Mendel’s Classic Ratios
Blood Typing and Genetics (3).pptx
Bloodbasics revised
Bloodtyping
ABO Blood Grouping Biology Investigatory Project Class XII(12)
Blood types for health class
The Nature of blood---------------,.pptx
1 BIOL 102 Lab 9 Simulated ABO and Rh Blood Typing.docx
4.3 theoretical genetics
Answer the following before beginning the case study. What are the f.pdf
Serology and its Applications in Forensics
forensicserology-130506154506-phpapp01.pdf
Non-Mendelian-Genetics Patterns of Inheritance.ppt
Untitled.pdf5156161651651651651651651651651651
abo_blood_group_system_dr.gm.pptx.ppt
Blood group by Pandian M, Tutor, Dept of Physiology, DYPMCKOP,MH.

More from ccooking (6)

PPTX
Module 8 desk work 3
PPTX
Desk work 4
PDF
Sample Standard Deviation - Desk Work 8
PDF
Population Standard Deviation - Desk Work 7
PPT
Weighted Mean - Class Average (Desk Work 6)
PPT
Weighted Mean - Helicopter Costs
Module 8 desk work 3
Desk work 4
Sample Standard Deviation - Desk Work 8
Population Standard Deviation - Desk Work 7
Weighted Mean - Class Average (Desk Work 6)
Weighted Mean - Helicopter Costs

Recently uploaded (20)

PDF
IGGE1 Understanding the Self1234567891011
PDF
Weekly quiz Compilation Jan -July 25.pdf
PDF
BP 704 T. NOVEL DRUG DELIVERY SYSTEMS (UNIT 1)
PPTX
Chinmaya Tiranga Azadi Quiz (Class 7-8 )
PDF
Complications of Minimal Access-Surgery.pdf
PPTX
Computer Architecture Input Output Memory.pptx
PPTX
B.Sc. DS Unit 2 Software Engineering.pptx
PPTX
Introduction to pro and eukaryotes and differences.pptx
PPTX
Share_Module_2_Power_conflict_and_negotiation.pptx
PDF
International_Financial_Reporting_Standa.pdf
PDF
Empowerment Technology for Senior High School Guide
PDF
ChatGPT for Dummies - Pam Baker Ccesa007.pdf
PDF
Paper A Mock Exam 9_ Attempt review.pdf.
PPTX
Onco Emergencies - Spinal cord compression Superior vena cava syndrome Febr...
PDF
Practical Manual AGRO-233 Principles and Practices of Natural Farming
PPTX
20th Century Theater, Methods, History.pptx
PDF
احياء السادس العلمي - الفصل الثالث (التكاثر) منهج متميزين/كلية بغداد/موهوبين
PPTX
History, Philosophy and sociology of education (1).pptx
PDF
medical_surgical_nursing_10th_edition_ignatavicius_TEST_BANK_pdf.pdf
PDF
LDMMIA Reiki Yoga Finals Review Spring Summer
IGGE1 Understanding the Self1234567891011
Weekly quiz Compilation Jan -July 25.pdf
BP 704 T. NOVEL DRUG DELIVERY SYSTEMS (UNIT 1)
Chinmaya Tiranga Azadi Quiz (Class 7-8 )
Complications of Minimal Access-Surgery.pdf
Computer Architecture Input Output Memory.pptx
B.Sc. DS Unit 2 Software Engineering.pptx
Introduction to pro and eukaryotes and differences.pptx
Share_Module_2_Power_conflict_and_negotiation.pptx
International_Financial_Reporting_Standa.pdf
Empowerment Technology for Senior High School Guide
ChatGPT for Dummies - Pam Baker Ccesa007.pdf
Paper A Mock Exam 9_ Attempt review.pdf.
Onco Emergencies - Spinal cord compression Superior vena cava syndrome Febr...
Practical Manual AGRO-233 Principles and Practices of Natural Farming
20th Century Theater, Methods, History.pptx
احياء السادس العلمي - الفصل الثالث (التكاثر) منهج متميزين/كلية بغداد/موهوبين
History, Philosophy and sociology of education (1).pptx
medical_surgical_nursing_10th_edition_ignatavicius_TEST_BANK_pdf.pdf
LDMMIA Reiki Yoga Finals Review Spring Summer

Relative frequency approximation Blood Types

  • 1. 4.1 - 1Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. a. A person has type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 2. 4.1 - 2Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. a. A person has type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 3. 4.1 - 3Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. a. A person has type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 4. 4.1 - 4Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. a. A person has type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 5. 4.1 - 5Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. a. A person has type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 6. 4.1 - 6Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. b. A person has type A or type B blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 7. 4.1 - 7Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. b. A person has type A or type B blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 8. 4.1 - 8Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. b. A person has type A or type B blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 9. 4.1 - 9Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. b. A person has type A or type B blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 10. 4.1 - 10Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. b. A person has type A or type B blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 11. 4.1 - 11Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. b. A person has type A or type B blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50 22 5 50 27 50 54%
  • 12. 4.1 - 12Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 13. 4.1 - 13Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 14. 4.1 - 14Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 15. 4.1 - 15Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 16. 4.1 - 16Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 17. 4.1 - 17Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 18. 4.1 - 18Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 19. 4.1 - 19Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 20. 4.1 - 20Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 21. 4.1 - 21Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. c. A person has neither type A nor type O blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 22. 4.1 - 22Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 23. 4.1 - 23Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 24. 4.1 - 24Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 25. 4.1 - 25Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 26. 4.1 - 26Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 27. 4.1 - 27Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 28. 4.1 - 28Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 29. 4.1 - 29Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50
  • 30. 4.1 - 30Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Type Frequency A 22 B 5 AB 2 O 21 Total 50 22 5 21 50 48 50
  • 31. 4.1 - 31Copyright © 2010, 2007, 2004 Pearson Education, Inc. All Rights Reserved. Example: Blood Types In a sample of 50 people, 21 had type O blood, 22 had type A blood, 5 had type B blood, and 2 had type AB blood. Set up a frequency distribution and find the following probabilities. d. A person does not have type AB blood. Alternative Solution Since there are 50 total people in the population and 2 with Type AB blood, then 50 – 2 = 48 people do not have Type AB blood Type Frequency A 22 B 5 AB 2 O 21 Total 50 50 2 50 48 50 96%