Deductive Reasoning Geometry 2 3 Deductive Reasoning The
- Slides: 57
Deductive Reasoning Geometry 2 -3
• Deductive Reasoning – The process of showing that certain statements follow logically from agreed upon assumptions and proven facts Vocabulary
Deductive Reasoning - Example
Deductive Reasoning - Practice
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
• Law of Syllogism – Combining two conditional statements when the conclusion of the first statement is the hypothesis of the second statement Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning
Deductive Reasoning Konigsberg Geometry 2 -3
• The Story The Seven Bridges of Konigsberg
The Seven Bridges of Konigsberg
• Network – A collection of points connected by paths • Traveling a network means that the network can be drawn with a pencil without lifting the pencil off the paper, and without retracing any paths. (Points may be passed over more than once. ) Definition
• Which of the following networks can be traveled, and which are impossible to travel? Networks
Can be traveled
Can be traveled
Cannot be traveled
Can be traveled
Cannot be traveled
Cannot be traveled
Cannot be traveled
Can be traveled
Can be traveled
Cannot be traveled
Cannot be traveled
Can be traveled
Can be traveled
Can be traveled
Cannot be traveled
Can be traveled
Where would you add an eighth bridge so the network can be traveled from C to B?
Eighth Bridge Where would you add an eighth bridge so the network can be traveled from C to B?
What is the pathway?
Can you add an eighth bridge to start and end at the same point? No, not possible
• Each intersecting point is either even or odd Conclusion
• What must happen at an odd point? You must start or end Conclusion
• A network can be traveled if the number of odd points is zero or two. Conjecture
Practice Problems
Practice Problems
Practice Problems
Practice Problems
Practice Problems
Practice Problems
Practice Problems
• Pages 85 – 87 • 7, 8, 11, 14, 25, 32, 34, 35, 38 -41 Homework
- Deductive reasoning examples
- Deductive method
- Every quiz has been easy. therefore the quiz will be easy
- What is deductive reasoning in geometry
- Deductive reasoning geometry
- Deductive vs inductive reasoning
- Types of reasoning
- Deductive reasoning moves you from:
- Example of a deductive argument
- Geometry statements and reasons
- Deductive reasoning definition
- 2-3 deductive reasoning
- Using deductive reasoning to verify conjectures
- Venn diagram of inductive and deductive reasoning
- Using deductive reasoning to verify conjectures
- Inductive and deductive reasoning ppt
- Inductive literature review
- Using deductive reasoning to verify conjectures
- The deadly picnic a lab on deductive reasoning
- Types of deductive reasoning
- Deductive reasoning examples
- Deductive method
- Deductive reasoning problem solving examples
- Deductive reasoning
- What comes next?
- Hypothetico deductive reasoning
- Kesimpulan umum secara aruhan
- Deductive reasoning ap lang
- Deductive reasoning algebra
- Ano ang argumento
- Deductive reasoning definition forensics
- Lesson 2-1 inductive reasoning
- Deductive reasoning crime scene investigation
- Using deductive reasoning to verify conjectures
- What is deductive method of teaching
- Deductive logic
- Deductive reasoning math definition
- Lesson 2-2 deductive reasoning
- Using deductive reasoning to verify conjectures
- Deductive reasoning
- Francis bacon deductive reasoning
- Deductive reasoning venn diagrams
- What is deductive reasoning
- Using deductive reasoning to verify conjectures
- Types of deductive reasoning
- Deductive reasoning lab
- Deduction vs induction
- Deductive reasoning fallacy
- Inductive vs deductive reasoning
- Inductive argument
- The process of using logic to draw conclusions
- This molecule is
- Lewis dot structure and molecular geometry
- 4 electron domains 2 lone pairs
- Lesson 3 reasoning in algebra and geometry
- Substitution property of equality geometry
- Reasoning in algebra and geometry
- Solutioin