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Geometry worksheet to help students identify hypotheses and conclusions in conditional sentences, and write sentences as conditionals.

Activity 3.8

Assignment 3.9

Assignment 5.6

​Conditionals

 
Objectives
Identify the hypothesis and conclusion in conditional sentences.
 
Write sentences as conditionals.
 
Demonstrate conditionals using Euler Diagrams. 
 
 
 
 
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Geometry worksheet to help students write and translate conditional sentences symbolically, and analyze Euler diagrams.

About Geometry Worksheet Assignment 5.6:     

 

Assignment 5.6 is an introduction to conditional sentences and identifying the hypothesis and conclusion in a conditional sentence.

 

Prerequisite Skills:  none

 

Definitions:  A conditional is a sentence with two clauses preceded by the words "if" and "then".  The "if" clause contains the hypothesis (also known as the

                          antecedent); the "then" clause contains the conclusion (also known as the consequent).

 

                          The symbolic form of a conditional with variables to represent each clause is:    If p, then q.

                          (p is the hypothesis (antecedent) and q is the conclusion (consequent).

 

                          An Euler Diagram shows the relationship among sets.  For a conditional sentence, it shows the relationship of the hypothesis (antecedent) and

                          conclusion (consequent).

 

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