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2.1 Inductive Reasoning

2.1 Inductive Reasoning. Ojectives: I CAN use patterns to make conjectures. I CAN disprove geometric conjectures using counterexamples. Example #1 Describe how to sketch the 4th figure. Then sketch it. Example #2 Describe the pattern. Write the next three numbers.

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2.1 Inductive Reasoning

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  1. 2.1 Inductive Reasoning Ojectives: I CAN use patterns to make conjectures. I CAN disprove geometric conjectures using counterexamples.

  2. Example #1Describe how to sketch the 4th figure. Then sketch it.

  3. Example #2Describe the pattern. Write the next three numbers.

  4. Inductive Reasoning: conjecture based on ___________ Proving conjectures TRUE is very _______. Proving conjectures FALSE is much ________. Conjecture: conclusion made based on _____________ Counterexample: example that shows a conjecture is _____ Steps for Inductive Reasoning _________________________ _________________________ __________________________________________________

  5. Example #3Make and test a conjecture about the sum of any 3 consecutive numbers.(Consecutive numbers are numbers that follow one after another like 3, 4, and 5.)

  6. Example #4Conjecture:The sum of two numbers is always greater than the larger number.True or false?

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