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What is a DOG? These ARE dogs. These ARE NOT dogs.

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Presentation on theme: "What is a DOG? These ARE dogs. These ARE NOT dogs."— Presentation transcript:

1 What is a DOG? These ARE dogs. These ARE NOT dogs.
Let students struggle a bit as they define “dog.” The definition might be something like “a dog is a mammal that has four legs, a tail and barks.”

2 How to write a “good” definition:
Classify the term. What is it? A dog is a mammal . . . A snake is a reptile . . . Differentiate the term. What makes it different from others? . . . that has four legs, a tail and barks. . . . that has scales, hisses, has no legs, and it slithers on the ground. Test your definition by looking for a counterexample.

3 What’s wrong with this definition?
A square is a figure with four equal sides. Sketch a counterexample. Write a better definition. Have students give counterexamples and better definitions – sample answers are included on the next slide.

4 What’s wrong with this definition?
A square is a figure with four equal sides. Sketch a counterexample. Write a better definition. A square is a four-sided figure that has all four equal sides and four equal angles.

5 What is a counterexample?
Counterexample: is an example to disprove a statement.

6 Counterexamples Statement: If it is Saturday then it is the weekend.
Counterexample: If it is Sunday then it is the weekend. Statement: If a shape has four sides and all of it’s angles are congruent then it is a square. Counterexample: A rectangle has four sides, and all of it’s angles are congruent.

7 Examples Statement: If you are listening to music then you are listening to rock and roll. Counterexample: Statement: If you are driving a dodge viper, then you are driving a sports car.

8 Statement: If I am measuring an angle in a triangle then it will be an acute angle.
Counterexample: Statement: If I have a shape with four sides then the two pairs of opposite sides are parallel.


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