where students teach themselves
A comprehensive geometry curriculum
Geometry for School and Home
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.
Previous
Next
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).