Flipped Classroom

We'll look at Deductive, Inductive, Circular, and Indirect Reasoning!

Do Now Practice

Let's identify the type of reasoning used to go from a few cases to a generalized conclusion.

Do Now Hint

There's a very specific type of reasoning that goes from a few cases to a conjecture.

Check Your Do Now Answer!






Answer:

The Big Idea Part I Practice

I'm gonna show you how to prove any geometric conjecture in sixty seconds!

The Big Idea Part II Practice

Let's take a look at the two parts to our geometric proofs Big Idea.

Big Idea Hint Practice

Moral of the story: when you subtract the same amount from two equal things, they'll stay equal!

Check Your Big Idea Answer!




Answer:

Simulation Play!

Test your understanding! Can you create your own Parallel and Perpendicular lines?


Exit Slip

How do we prove $\angle 3 \cong \angle 4$?

Exit Slip Hint

The key idea is to realize that when you bisect two congruent angles, their halves will be congruent!

Homework Practice

We've gotta prove that $\overline{\rm SR} \cong \overline{\rm ST}$

Homework Hint

The key is to use the Transitivity Property.

Answer Key Solutions

Stuck? Confused? Watch the Answer Key!

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Special Pairs of Angles

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Logical Statements