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foundations11ch1lesson1.notebook 1 November 23, 2015 Oct 272:30 PM Nov. 23, 2015 Nov. 18, 2013 Nov. 20, 2014 1.1 Page 1 Here are three possible answers: 7.2 Making Conjectures: Inductive Reasoning 1.1 • If the first three colours in a sequence are red, orange, and yellow, what colours might be found in the rest of the sequence? Explain. EXPLORE... SAMPLE ANSWER Pull for Lesson Notes These ideas (or logical explanation) are what we call conjectures! Conjecture – based on evidence that you have gathered; the more support you have, the stronger your conjecture, but does not necessarily prove it Nov. 23, 2015 Nov. 18, 2013 Nov. 20, 2014

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  • foundations11ch1lesson1.notebook

    1

    November 23, 2015

    Oct 272:30 PM

    Nov. 23, 2015Nov. 18, 2013 Nov. 20, 2014

    1.1 Page 1

    Here are three possible answers:

    7.2 Making Conjectures: Inductive Reasoning

    1.1

    • If the first three colours in a sequence are red, orange, and yellow,  what colours might be found in the rest of the sequence? Explain.

    EXPLORE...

    SAMPLE ANSWER

    Introduce the lesson by having students work in pairs or as a class to answer the Explore problem. This will give students an opportunity to make a conjecture based on evidence and develop justification for their conjecture. Ask:• Where might you have seen this sequence?• How could this sequence be part of a pattern?Encourage different conjectures, and explore the possibility that more than one conjecture may be correct.

    Pull forLessonNotes

    These ideas (or logical explanation) are what we call conjectures!

    Conjecture – based on evidence that you have gathered; the more support you have, the stronger your conjecture, but does not necessarily prove it 

    Nov. 23, 2015

    Nov. 18, 2013Nov. 20, 2014

  • foundations11ch1lesson1.notebook

    2

    November 23, 2015

    1.1 Page 2

    .

    Answers

    Fill in 3, 4 & 5.Do you see a pattern?

    1.1 Page 3

    Answers

  • foundations11ch1lesson1.notebook

    3

    November 23, 2015

    1.1 Page 6

    Nov 157:36 AM

    Conjecture:

  • foundations11ch1lesson1.notebook

    4

    November 23, 2015

    1.1 Page 9

    Do you agree with Francesaca's conjecture?

    1.1 Page 14

  • Attachments

    PM111s1.gsp

    1s1e1 finalt highquality.mp4

    1s1e2 finalt.mp4

    1s1e4 finalt.mp4

    SMART Notebook

    SMART Notebook

    SMART Notebook

    SMART Notebook

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