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Special Words/Phrases
Chapter Name : Mathematical Reasoning
Sub Topic Code : 104_11_14_04_02
Topic Name : Special Words/Phrases
Sub Topic Name : The Word "Or"
Introduction

• Deductive reasoning is arriving at conclusion using facts, rules, and definitions. • Deductive reasoning uses special word OR to form compound sentences. • Special word OR used to form compound sentences is called Connective. • We use OR in two ways one is Inclusive OR and the other Exclusive OR.

Pre-Requisites:

Knowledge of Component statements, Compound statements, Deductive reasoning.

Real Life Question:

I will buy Pepsi or orange juice. Identify the type of connective is used.

Key Words / FlashCards
Key Words Definitions (pref. in our own words)
Deductive reasoning Deductive reasoning is arriving at conclusion using facts, rules and definitions.
Compound statement Compound statement is a statement that contains two separate ideas joined together by connective.
Component statement Each statement in a compound statement is called component statement.
Inclusive OR For given any two options, inclusive OR is satisfied when one option, the other option or both options occur.
Exclusive OR For given any two options, exclusive OR is satisfied when one option or the other option but not both options are satisfied.
Learning aids / Gadgets
Gadgets How it can be used
http://www.ehow.com/info_12015563_fun-activities-using-deductive-reasoning.html Fun activities for deductive reasoning.
Real life uses :

Deductive reasoning is used in criminal investigations.

Places to visit :

How can we use the connective OR for framing compound sentence on water?

Practical examples around us
Examples Explainations
Crime investigation Deductive reasoning is reasoning from general to particular. In criminal investigations investigator starts with general information and reaches to a particular decision.
What you learn in Theory:

Connective OR is used to frame compound statements in deductive reasoning.

What you learn in Practice:

When we use deductive reasoning we can be certain that the conclusion is true as long as the rules are true.

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